tag:blogger.com,1999:blog-34532670490158341792024-03-13T12:49:45.821-07:00Was ist Emotionale Intelligenz?Unknownnoreply@blogger.comBlogger1125tag:blogger.com,1999:blog-3453267049015834179.post-32170206740485363142023-04-13T09:27:00.000-07:002023-04-13T09:27:03.413-07:00Warum wir den Stellenwert unseres Fühlens nicht verstehen<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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<span style="font-size: large;">besitzt er eine "Gefühlsauszeichnung", und diese ist im Kern qualitativ immer identisch. Die Vielfalt des Fühlens ist vor allem auf die Vielfalt der mit der Gefühlsauszeichnung erlebten Inhalte (Sinnesqualitäten, Empfindungen und Bedeutungen) zurückzuführen.</span><br />
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<span style="font-size: large;">4: Nur im Fühlen zeigt sich der Wert, bzw. auch Unwert als "Endwert". Alle anderen Werte, die mit Recht so genannt werden dürfen, sind lediglich "Werte als Mittel". Werte können nicht lediglich "gedacht", d.h. kognitiv erfasst werden. Sie sind auch keine bloßen Sinnesqualitäten oder Empfindungen. Gedankliche – gedachte oder verbalisierte – Bewertungen zielen in der Regel bestenfalls intuitiv auf Gefühle. Oft bleiben Bewertungen in bloßem Meinen stecken, dann fehlt ihnen die Verbindung zum gefühlten Endwert.</span><br />
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<span style="font-size: large;">5: "Gefühl" ist wesentlich Angenehm- oder Unangenehmsein. Angenehm- und Unangenehmsein sind die unentbehrliche und notwendige Bestimmung des Gefühlsbegriffs ("notwendig" in dem Sinne, wie drei winkelig untereinander verbundene Gerade ein Dreieck bilden oder wie die der räumlichen Ausdehnung nach kürzeste Verbindung zwischen zwei Punkten die Gerade ist). </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">6: Angenehm- und Unangenehmsein sind Erlebnisqualitäten <i>sui generis</i> (= eigener Art, wie z.B. auch Sehen, Riechen, Hören, Schmecken, Denken). Angenehmsein und Unangenehmsein können auch ohne gedankliches Verstehen erlebt werden. Der Schmerz, wenn ich mir im dunklen Zimmer am Tisch das Knie stoße, bedarf nicht notwendig des Wissens, dass es sich um ein "Tischbein" und mein Körperteil namens "Knie" handelt, um erlebt zu werden.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">7: Begriffe wie Lust (Aristippos, Epikur) oder Freude (Epikur) decken nicht den gesamten Bereich der als angenehm empfundenen Gefühle ab. Das Gefühl der Verantwortung, bzw. der Verantwortung nachzukommen, kann als angenehm empfunden werden, wir würden hier aber kaum von "Lust" sprechen.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">8: Unsere Sprache hatte für Angenehm- und Unangenehmsein bisher keinen die ganze Skala positiver und negativer Gefühle umfassenden Begriffe entwickelt, daher fiel der Sachverhalt als identisches "Quale" (= eine Wahrnehmung gleicher oder ähnlicher Art) auch in den Geisteswissenschaften weitgehend durch unser Wahrnehmungsraster. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">9: Da es für diesen Sachverhalt keine eindeutigen Begriffe gab, wird hier für die Gefühlsqualität des Angenehmseins in seiner ganzen Erlebnisbreite von subtilsten bis hin zum stärksten Gefühl der Begriff <i>Attractio</i> gewählt und für das gegensätzliche negative Gefühlsmoment <i>Aversio</i>.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">10: Empfindungen (z.B. Wärme, Druck) und Gefühle (Angenehm- und Unangenehmsein) sind nicht dasselbe, sondern Erfahrungsweisen völlig verschiedener Art. Die Empfindung der Wärme kann wie auch alle anderen Empfindungen als unangenehm oder angenehm erlebt werden, sich in ihrer Intensität ändern oder in die jeweils gegensätzliche Gefühlsauszeichnung wechseln. Das zu wissen ist wichtig (etwa bei Konflikten oder in der Therapie), weil man dann besser den Wechsel seiner Gefühle versteht. Und andere Menschen können bei gleichen Empfindungen völlig andere Gefühle haben (Toleranzgebot).</span><br />
<span style="font-size: large;"><br /></span>
<br />
<span style="font-size: large;">11: <i>Attractio</i> und <i>Aversio</i> sind kontingent, d.h. hypothetisch zwar verursacht (auch wenn die Hirnforschung und Neurologie ihre genauen Ursachen nicht kennt), aber sie gehören nicht notwendig zu den Objekten, mit denen sie sich im Erleben als Gefühlsauszeichnung verbinden. Es gibt keine "richtige" Zuordnung von Gefühlsauszeichnung und Objekt, sondern nur "nützliche" im Sinne von unmittelbar evidenter Lebensqualität (z.B. Wohlbehagen) oder von Werten als Mittel, die zu weiteren Attractio-Erfahrungen führen und zur Verminderung von Unwerterfahrungen (Aversio-Erfahrungen). Dieser Umstand begründet die Relativität und Subjektivität unserer Werturteile, aber auch ihre scheinbare Objektivität, da Gefühlsauszeichnungen oft subtil sind und wir die Welt durch eine mehr oder weniger unbewusste Brille unser Gefühlsauszeichnungen betrachten. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">12: Phänomenologisch gesehen (= der reinen Erfahrung nach, wie sie uns unmittelbar ohne vorausgesetzte Interpretationen erscheint) sind wir intentional gewöhnlich "in den Dingen" und sehen die Einfärbung durch die Attractio oder Aversio explizit nur ausnahmsweise, bzw. müssen sie durch Vergleich und Unterscheidung er<span style="font-size: large;">schließ<span style="font-size: large;">en</span></span>.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">13: Die Attractio hat u.a. folgende wesentliche Eigenschaften: Sie ist lustvoll, attraktiv, angenehm, anziehend, "in-sich-selbst-wertvoll". Ihr Angenehmsein zeigt sich unmittelbar, anschaulich und evident, ohne notwendiges gedankliches Verständnis. Ihre Anziehungsqualität erweist sich darin, dass sie – für sich allein gesehen – bei direkter Erfahrung von jedermann gewollt wird. Sie wird in aller Regel nur abgelehnt, wenn dafür Gründe sprechen, die nicht in seiner ummittelbaren attraktiven Anschauung liegen (z.B., wenn bei der durch Heroin verursachten Lust erkannt wird, dass Heroin die Gesundheit schädigt und abhängig macht).</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">14: Was für die Attractio gilt, gilt mit dem Unterschied, dass es sich eben nicht um angenehme sondern unangenehme, schmerzliche und daher in der Regel abgelehnte Gefühlstönungen, also negative Erfahrungen handelt, auch für die Aversio.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">15: Viele Wertwahrnehmungen sind Synthesen (Ganzheitsqualitäten) aus "objektiv" erscheinenden Gegebenheiten und kontingenten Gefühlen. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">16: Attractio und Aversio sind im Gefühl, in der Emotion, der Stimmung, dem Affekt, den Körpergefühlen, dem Wertfühlen, den Leidenschaften identisch. Gefühle und Emotionen unterscheiden sich im Kern nicht. Dem (plausiblen) Alltagsgebrauch des Begriffs Emotion entsprechend handelt es sich bei Emotionen im Unterschied zu Gefühlen und Stimmungen lediglich um intensivere Erfahrungen von Aversio oder Attractio, die von körperlichen Reaktionen wie schnellem Puls, Hitze, Kälte, Zittern usw. begleitet werden. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">17: Emotionale Klugheit <span style="font-size: large;">oder "Intelligenz</span>" besteht darin, Attractio zu vermehren und Aversio zu vermindern. Gleiches gilt folglich auch für Moral, Recht, Religion, Kunst, Erziehung, Politik, Literatur und Philosophie und die Wissenschaften.</span><br />
<br />
<br />
<span style="font-size: large;">18: Solche Wertvorstellungen können
jedoch n<span style="font-size: large;">ur schwer</span> rein egoistisch verwirklicht werden, sondern sind <span style="font-family: "arial";">–</span>
auf die gro<span style="font-family: "arial";">ß</span>e Zahl gesellschaftlicher Interaktionen bezogen <span style="font-family: "arial";">–</span>
<span style="font-size: large;">oft </span>nur im "emotionalen System" wechselseitiger Gefühlsbeziehungen
erfolgreich, in dem wir mit anderen Menschen interagieren.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Der Grund dafür liegt darin, dass
es sich um ein <span style="font-family: "arial";">„</span><i>progressives System</i><span style="font-family: "arial";">“</span> handelt, dessen
Wertrealisierung von der prozentualen Kooperation anderer abhängt.</span><br />
<span style="font-size: large;"><br /></span>
<span style="color: blue; font-size: large;"><b><i>Je mehr Menschen sich daran beteiligten, desto größ</i><i>er die
Wahrscheinlichkeit, selbst von seinen Vorteilen betroffen zu sein.</i></b> </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Umgekehrt
gilt: Je weniger Menschen sich am progressiven Wertessystem beteiligen, desto
geringer der zu erwartende Nutzen. Nichtbeteiligung kann dabei durchaus von
Vorteil f<span style="font-family: "arial";">ü</span>r das Individuum sein, indem es seine Werte egoistisch
verwirklicht. Dies f<span style="font-family: "arial";">ü</span>hrt aber umgekehrt genau anteilig zum Verschwinden der
Wertvorteile eines progressiven Systems, wovon dann auch der Egoist betroffen
ist.</span><br />
<br />
<span style="font-size: large;"><span style="font-size: large;">In einem weiteren Schritte besteht Emotionale Intellig<span style="font-size: large;">enz also<span style="font-size: large;"> </span></span><span style="font-size: large;">darin<span style="font-size: large;">, die Attractio des <span style="font-size: large;">Anderen mit zu fö<span style="font-size: large;">r</span>dern und seine Aversio mit zu vermindern, soweit dies jeweils praktikabel ist</span></span></span>. Und noch weiter <span style="font-size: large;">ge<span style="font-size: large;">fas<span style="font-size: large;">st: die Positivität des gesamt<span style="font-size: large;">en gesellschaftlichen Systems zu betreiben<span style="font-size: large;"> </span>und de<span style="font-size: large;">re</span>n Negativität zu vermin<span style="font-size: large;">dern.</span></span></span></span></span></span></span><br />
<br />
<span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span class="userContent"><span class="text_exposed_show">Nicht immer
allerdings ist die Positivität des Anderen oder des gesamten System<span style="font-size: large;">s </span>klar zu erkennen. Und immer
wieder steht uns dabei unsere eigene Positivität im Wege. <span style="font-size: large;">M</span>anchmal
können wir<span style="font-size: large;"> </span>nicht über unseren egoistischen Schatten springen.
(<i>Und was genau ist das Positive überhaupt? In einer Art intellektuellem
Dornröschenschlaf scheint darüber niemand nachzudenke</i>n. Oder erübrigt
sich die Antwort<span style="font-size: large;"> darauf</span>, weil sie belanglos ist oder weil es keine Antwort
gibt?)</span></span></span></span></span></span></span></span></span><br />
<br />
<span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;"><span class="userContent"><span class="text_exposed_show">Trotzdem rechnet sich das Prinzip durch eine eklatante Steigerung
der Lebensqualität für jeden<span style="font-size: large;">, wie schnell ersichtlich wird, wenn man seine Auswirkungen i<span style="font-size: large;">n</span> genügend vielen <span style="font-size: large;">Fällen<span style="font-size: large;"> </span></span>verfolgt</span>.<span style="font-size: large;"> </span>Das kann im Einzelfall auch schiefgehen. Trotzdem bewährt sich das
progressive Wertesystem rein statistisch gesehen <span style="font-size: large;">selbst<i> </i></span>bei aller<span style="font-size: large;"> </span>individuellen Verschiedenheit <span style="font-size: large;">unserer</span> Interessen – nämlich in
der großen Zahl<span style="font-size: large;"> ...</span></span></span></span></span></span></span></span></span></span><br />
<br />
<span style="font-size: large;">Unser Problem besteht lediglich darin, dass sich nicht genügend Menschen daran beteiligen – beispielsweise, weil sie das Prinzip noch gar nicht genau genug in den Blick bekommen haben. Obwohl es im wohlverstandenen Eigeninteresse wäre. Eigentlich gibt es dafür nur eine Einschränkung, wie der englische Philosoph Bertrand Russell einmal – wenn auch nicht auf unser gesamtes Wertesystem bezogen – bemerkte: <i>Die besten Moral ist die, an die alle sich halten. Mit einer Ausnahme – das bin ich.</i> Das wäre allerdings keine allgemeingültige Regel. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">19: Da Attractio und Aversio <i>kontingente</i> Phänomen<span style="font-size: large;">e</span> sind, ist die Voraussagbarkeit vieler Werterfahrungen illusionär. Marc Aurels<span style="font-size: large;"> </span>These „<i>Das Glück deines Lebens hängt von der Beschaffenheit deiner Gedanken ab</i>“, ist nicht nur deswegen nur partiell<span style="font-size: large;"> </span>zutreffend, weil man sich die negativen Lebenssituationen nicht immer schön denken kann, sondern weil Attractios und Aversios oft nicht prognostizierbar sind.<span style="font-size: large;"> S</span>ie wechseln von Lebensphase zu Lebensphase und von Indiviuum zu Individuum. Sie stammen</span><span style="font-size: large;"><span style="font-size: large;"> </span></span><span style="font-size: large;">aus "dunklen Quellen". Ihr Ursprung<span style="font-size: large;"> </span>ist oft genauso wenig herleitbar wie <span style="font-size: large;">der von </span>Gedanken.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">20: Ein großer Teil unserer Werturteile beruht somit auf Scheinargumenten. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">21: Wir bleiben oft in bloßen Werten als Mittel stecken, denen am Ende der Kontakt zur Gefühlsauszeichnung fehlt, die jeden Endwert begründen muss, damit es sich um echte und nicht nur vermeinte Werte handelt.</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">22: Durchschauen wir den Charakter unserer Werterfahrung, eröffnet sich damit ein weiter Bereich innerer Freiheit, Veränderbarkeit von Gefühlen und auch Toleranz. </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">23: Viele Irrwege und viel Leiden können vermieden werden, wenn wir unsere Handlungen mehr am Wertfühlen als an Ideen und Werten als Mittel orientieren und die hier in Ansätzen skizzierte "Grammatik der Gefühle" mehr und mehr zu beherrschen und praktisch umzusetzen lernen.</span><br />
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</div>
<br />
<br />
<div style="text-align: center;">
<span style="color: #999999;"><span style="color: #999999;"><span style="color: #666666;"><span style="font-size: large;"><b><span style="color: #444444;"><span style="color: grey; font-family: "arial";">WOZU DIENT EINE BESSERE BEGRIFFLICHKEIT</span></span></b></span></span></span></span><br />
<span style="color: #999999;"><span style="color: #999999;"><span style="color: #666666;"><span style="font-size: large;"><b><span style="color: #444444;"><span style="color: grey; font-family: "arial";">DES FÜHLENS?</span></span></b></span></span></span></span><br />
<b><span style="color: black; font-family: "arial";">Bei seelischen Belastungen bemerken wir oft, dass da etwas ist,
ohne uns darüber im Klaren zu sein, was genau es ist – weil uns der
„sprachliche Kode“ fehlt. Mit einem besseren begrifflichen Verständnis der
Gefühle können aktuelle wie auch wiederkehrende Gefühlsbelastungen schneller
und effektiver</span></b><br />
<b><span style="color: black; font-family: "arial";">gelöst werden als bisher.</span><span style="color: #444444;"><span style="color: grey; font-family: "arial";"> </span></span></b></div>
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</div>
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<h2 class="MsoNormal" style="text-align: left;">
<span style="font-size: x-large;"><b>Peter Schmidt - Mythos Emotionale Intelligenz</b></span></h2>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="font-size: large;">Emotionale Intelligenz ist seit Daniel Goleman zum gefl<span style="font-family: "times new roman";">ü</span>gelten
Begriff geworden. Definierte Goleman noch, dabei handele es sich um <span style="font-family: "times new roman";">„</span>die
F<span style="font-family: "times new roman";">ä</span>higkeit,
unsere eigenen Gef<span style="font-family: "times new roman";">ü</span>hle und die anderer zu erkennen, uns selbst zu
motivieren und gut mit Emotionen in uns selbst und in unseren Beziehungen
umzugehen<span style="font-family: "times new roman";">“</span>,
so wurde schon bald klar, da<span style="font-family: "times new roman";">ß</span> eine so vage Definition
weniger n<span style="font-family: "times new roman";">ü</span>tzt,
als in die Irre f<span style="font-family: "times new roman";">ü</span>hrt. Denn was hei<span style="font-family: "times new roman";">ß</span>t es eigentlich, <span style="font-family: "times new roman";">„</span>gut<span style="font-family: "times new roman";">“</span>
mit Emotionen umzugehen? </span></div>
<div style="text-align: left;">
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Dem sch<span style="font-family: "times new roman";">ö</span>nen
Schein Emotionaler Intelligenz k<span style="font-family: "times new roman";">ö</span>nnte man angesichts unserer
gesellschaftlichen Verh<span style="font-family: "times new roman";">ä</span>ltnisse durchaus die harten Fakten realer
emotionaler Desorientiertheit entgegensetzen. </span></div>
<div style="text-align: left;">
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Denn neue Analysen zeigen, da<span style="font-family: "times new roman";">ß</span> das autorit<span style="font-family: "times new roman";">ä</span>re
Verhalten des wertobjektivistischen Despoten, die Vorurteile des Selbstm<span style="font-family: "times new roman";">ö</span>rders,
die Resignation des Verzweifelten, die emotionale Desorientiertheit des
Nihilisten ohne falsch verstandene Gef<span style="font-family: "times new roman";">ü</span>hle kaum denkbar w<span style="font-family: "times new roman";">ä</span>ren.</span></div>
<div style="text-align: left;">
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Neurobiologie, Psychologie und Philosophie haben gleicherma<span style="font-family: "times new roman";">ß</span>en
darin versagt, uns zu erkl<span style="font-family: "times new roman";">ä</span>ren, was genau Gef<span style="font-family: "times new roman";">ü</span>hle
sind und in welchem Verh<span style="font-family: "times new roman";">ä</span>ltnis sie zu unseren Werterfahrungen und
Sinnvorstellungen stehen. Deshalb leben viele Menschen in einem Zustand permanenter
Desorientiertheit. Ihre Motive und Wertvorstellungen sind <span style="font-family: "times new roman";">ü</span>ber
weite Strecken Selbstt<span style="font-family: "times new roman";">ä</span>uschungen. </span></div>
<div style="text-align: left;">
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Der Philosoph Peter Schmidt<span style="font-family: "times new roman";"> </span> vollzieht mit <span style="font-family: "times new roman";">„</span>Mythos
Emotionale Intelligenz<span style="font-family: "times new roman";">“</span> die l<span style="font-family: "times new roman";">ä</span>ngst f<span style="font-family: "times new roman";">ä</span>llige kopernikanische
Wende unseres Selbstverst<span style="font-family: "times new roman";">ä</span>ndnisses <span style="font-family: "times new roman";">–</span> und liefert die fehlenden Erg<span style="font-family: "times new roman";">ä</span>nzungen
und Korrekturen zum popul<span style="font-family: "times new roman";">ä</span>ren Begriff der Emotionalen Intelligenz</span></div>
<ul type="disc">
<li class="MsoNormal"><span style="font-size: large;">gesellschaftlich</span></li>
<li class="MsoNormal"><span style="font-size: large;">psychologisch</span></li>
<li class="MsoNormal"><span style="font-size: large;">philosophisch und
wissenschaftstheoretisch</span></li>
<li class="MsoNormal"><span style="font-size: large;">neurophysiologisch</span></li>
</ul>
<span face="HelveticaNeueLTPro-Bd" style="font-size: xx-small;">272 Seiten</span><span style="font-size: small;"><b> </b></span><br />
<span style="font-size: small;"><b>ISBN-10:</b> 1507707940</span><span style="font-size: small;"><b> </b></span><br />
<span style="font-size: small;"><b>ISBN-13:</b> 978-1507707944</span><br />
<br />
<br />
<span style="font-size: large;">Erstausgabe im Kollateral Verlag 2010;</span><br />
<span style="font-size: large;">2., überarbeitete und um ein Kapitel erweiterte Neuausgabe: Amazon 2015.</span>
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<span style="color: #660000;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">„Dass Analysen, die hauptsächlich das schon bekannte
Material menschlicher Erfahrungen durchleuchten und eigentlich jedem zugänglich
sein sollten, zu neuen, überraschenden Folgerungen für unser Leben führen, ist
wohl nicht das, was Otto Normaldenker gegenwärtig (nach so vielen ineffektiven
Halbwahrheiten) von der Psychologie und Philosophie erwarten würde. Zu
diskreditiert ist das klassische analytische Denken im Gegensatz zu den
experimentell orientierten Wissenschaften – zu sehr tritt es bei
wesentlichen Lebensfragen vermeintlich auf der Stelle –, wenn es sich nicht mit
Quantenfluktuationen, dem Urknall oder doch wenigstens dem Wert der aus der Weltraumfahrt
stammenden Teflonbeschichtung befasst.</span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;"><br /></span>
<span style="color: blue;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">Und doch sind Antworten auf Fragen wie: ‚Was ist
Fühlen?’, ‚Was hat Fühlen mit unseren Sinn- und Wertvorstellungen zu tun?’
entscheidend für unser Leiden und Glück – und sogar für den lebensrettenden
Hinweis, ob wir uns tatsächlich im Krisenfall das Leben nehmen.</span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;"><br /></span>
<span style="color: blue;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">Es reicht offensichtlich nicht aus, nur sein Feld zu
bestellen. Emotionale Desorientiertheit und emotionales Irrläufertum
konterkarieren nur allzu oft das Bemühen, ein Minimum an Frieden mit sich
selbst und anderen zu stiften. Der Rolls Royce, die Villa, das opulente
Bankkonto, beruflicher Status oder unser zum gesellschaftlichen
Vogelschwarm-Reflex verklärter Umgang mit dem Sex sind eben noch längst kein
Garant für seelische Ausgeglichenheit und ein gelungenes Leben.</span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: blue;"><br /></span>
<span style="color: blue;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">Nicht genug über unser Fühlen zu wissen – das scheint
nun viel besser belegt zu sein als früher
–, hindert uns daran, uns in Richtung auf mehr positive Erfahrung zu
justieren. Und umgekehrt könnte
ausreichendes Wissen uns im Ernstfall sogar vor dem Suizid bewahren. Vor
allem aber kann es in unseren allgegenwärtigen kleinen und großen Lebenskatastrophen
ein verblüffend wirksamer Schlüssel zu weniger Leiden sein.“</span></span></span></div>
<span style="font-size: large;"><br /></span>
<br />
<h3>
<span style="font-size: large;">
Inhalt</span></h3>
<span style="font-size: large;"></span>
<span style="font-size: large;"> </span><br />
<span style="font-size: large;">Teil A</span><br />
<span style="font-size: large;">Einleitung: Warum wir unsere Gefühle nicht verstehen</span><br />
<span style="font-size: large;">1. Emotionale Desorientiertheit</span><br />
<span style="font-size: large;">2. Was uns zu emotionalen Irrläufern werden läßt</span><br />
<span style="font-size: large;">3. Wie sich emotionales Irrläufertum zeigt</span><br />
<span style="font-size: large;">4. Eine kritische Bestandsaufnahme unserer mentalen</span><br />
<span style="font-size: large;">Verfassung</span><br />
<span style="font-size: large;">5. Typische emotionale Irrläufer</span><br />
<span style="font-size: large;"> a) Mohammed Atta: Haß als privates und gesellschaftliche<span style="font-size: large;">s</span> </span><br />
<span style="font-size: large;"> Problem</span><br />
<span style="font-size: large;"> <span style="font-size: large;"><span style="color: #999999;"><span face=""arial" , "helvetica" , sans-serif"><i><b><span style="font-size: x-large;"></span></b></i></span></span></span></span><span style="font-size: large;"><span style="font-size: large;"><span style="font-size: large;">b) Emotionale Irrläufer als Amokläufer</span></span> </span><br />
<span style="font-size: large;">6. Was Werterfahrungen zu Werterfahrungen macht</span><br />
<span style="font-size: large;"> a) Motivationen im Vergleich mit ästhetischen</span><br />
<span style="font-size: large;"> Erfahrungen</span><br />
<span style="font-size: large;"> b) Werturteile im Vergleich mit ästhetischen</span><br />
<span style="font-size: large;"><span style="font-size: large;"> </span>Erfahrungen</span><br />
<span style="font-size: large;">7. Was Unwerterfahrungen zu Unwerterfahrungen macht</span><br />
<span style="font-size: large;">8. Gefühl als Kategorie sui generis</span><br />
<span style="font-size: large;">9. Unsere emotionale Grundverfassung</span><br />
<span style="font-size: large;">10. Wertgerichtetheit als mentales Hauptprinzip</span><br />
<span style="font-size: large;">11. Hedonismus oder objektivistische Wertbegründung?</span><br />
<span style="font-size: large;">12. Relativität der Werte</span><br />
<span style="font-size: large;">13. Wie Gefühle erlernt und wie sie wieder verlernt werden</span><br />
<span style="font-size: large;">14. Emotionale Desorientiertheit und der Sinn des Lebens</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Teil B</span><br />
<span style="font-size: large;">15. Werturteile als Beweggrund politischer Entscheidungen</span><br />
<span style="font-size: large;">16. Das Versagen der Philosophie</span><br />
<span style="font-size: large;">17. Probleme der Psychologie mit dem Gefühlsbegriff</span><br />
<span style="font-size: large;">18. Die Schieflage der Neurobiologie</span><br />
<span style="font-size: large;">19. Moralbegründung und emotionale Desorientiertheit</span><br />
<span style="font-size: large;">Exkurs: Unser emotionales Input-Output-System</span><br />
<span style="font-size: large;">20. Plädoyer für ein neues Verständnis der Werte</span><br />
<span style="font-size: large;">21. Was sollen wir tun? Worauf können wir hoffen?</span><br />
<span style="font-size: large;"> a) Lassen sich Gefühle verändern?</span><br />
<span style="font-size: large;"> b) Haben Sie schon „generalisiert“?</span><br />
<span style="font-size: large;">Zitierte Literatur</span><br />
<span style="font-size: large;">Personenregister</span><br />
<span style="font-size: large;">Biographische Notiz </span><br />
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<span style="color: #9fc5e8;"><br /></span>
<span style="font-size: large;"><span style="color: white;"><span face=""arial" , "helvetica" , sans-serif"><b>Seminarleiter Peter Schmidt</b></span></span> <br />
</span><br />
<span style="font-family: "times" , "times new roman" , serif;">Peter
Schmidt hat mehrere Bücher zum Thema Stressabbau, Umgang mit
belastenden Emotionen und Bewertungen, Burnout und mentale
Leistungssteigerung veröffentlich. Im Zuge seines Studiums der
Philosophie (wissenschaftstheoretische, sprachanalytische und
phänomenologische Methoden) mit Schwerpunkt psychologische
Grundlagentheorie und rund 2500 Stunden Workshop mit
Meditationsexperten, Therapeuten, Psychologen und Übenden entstanden aus
bekannten Therapiekonzepten weiter entwickelte Verfahren mit deutlich
gesteigerter Wirksamkeit, vor allem aber auch Alltagstauglichkeit. In
Seminaren wurden in den letzten Jahren Tausenden von Teilnehmern
Mentaltechniken nach dem letzten Stand der Psychologie der Emotionalen
Intelligenz und Hirnforschung vermittelt. Seine ständig weiter
präzisierten Mentaltechniken werden bereits vielfach in der Therapie
(u.a. Psychotherapie, Logopädie, Psychiatrie und Musikpädagogik)
eingesetzt.</span><br />
<br />
<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;"><a href="https://de.wikipedia.org/wiki/Peter_Schmidt_(Schriftsteller)">Link zum Autor (WIKIPEDIA)</a></span><br />
<span style="font-size: x-small;">(Sachbuch & Belletristik)</span><br />
<span style="font-size: x-small;"><br /></span></div>
<div style="text-align: center;">
<span style="font-size: x-small;">
</span><span style="font-size: large;"><a href="http://mentaltrainer-peter-schmidt.blogspot.de/">Link zu Trainingsprogrammen</a></span>
<span style="font-size: large;"><b><i><span style="font-family: "times new roman";"> </span></i></b></span></div>
<div style="text-align: center;">
<span style="font-size: large;"><b><i><span style="font-family: "times new roman";"><span style="font-size: medium;"><a href="http://eq-training-emotionale-intelligenz.blogspot.de/">Link zu Trainingsprogrammen inklusive Bildungsurlaub</a> </span> </span></i></b></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span face=""arial" , "helvetica" , sans-serif"><a href="http://peter-schmidt-philosophie-wertproblem.blogspot.de/">Hier geht's zum Philosophie-Blog: "Das Wertproblem"</a></span></span></div>
<div style="text-align: center;">
<span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span face=""arial" , "helvetica" , sans-serif"></span><span face=""arial" , "helvetica" , sans-serif"><a href="http://peter-schmidt-philosophie-blog.blogspot.de/2013/02/normal-0-21-peter-schmidt-philosophie.html">Hier geht's zum Philosophie-Blog: "Das Problem der Willensfreiheit"</a></span></span></div>
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<div style="text-align: center;">
<b><i><span face=""\22 times new roman\22 "" style="color: #999999; font-size: 28pt;">Weitere Sachbücher zum Thema</span></i></b></div>
<div style="text-align: center;">
<span style="font-size: large;"><br /></span>
<span style="font-size: large;"><span style="color: yellow;"><a href="http://www.amazon.de/Stehen-Sie-dr%C3%BCber-ebook/dp/B0082CIMQM/ref=sr_1_1?ie=UTF8&qid=1354542651&sr=8-1">Zum Link: "Stehen Sie drüber!"</a></span><br />
<span style="color: yellow;"><a href="http://www.amazon.de/positiven-Gef%C3%BChle-Mentaltechniken-innerlich-ebook/dp/B0081RLKQC/ref=tmm_kin_title_0?ie=UTF8&m=A11MW6AJTK8WZ7&qid=1337794139&sr=1-3">Zum Link: "Die Kraft der positiven Gefühle" - Mentaltechniken</a></span></span><span style="font-size: large;"> </span></div>
<div style="text-align: center;">
<span style="font-size: large;"><a href="http://www.amazon.de/Scanning-Mentaltechniken-emotionalen-Stress-ebook/dp/B0083TOM8G/ref=sr_1_2?ie=UTF8&qid=1337794999&sr=8-2">Zum Link: "Scanning" - neue Mentaltechniken</a></span></div>
<div style="text-align: center;">
<span style="font-size: large;"><a href="http://www.amazon.de/EQ-Training-Praxis-Emotionalen-Intelligenz-ebook/dp/B0083HUYUS/ref=sr_1_1?ie=UTF8&qid=1337795116&sr=8-1">Zum Link: "EQ-Training" - Praxis der Emotionalen Intelligenz</a></span></div>
<a href="https://www.amazon.de/Stehen-Sie-dr%C3%BCber-sekundenschnell-negativen/dp/1500424684/278-7635457-1652139?ie=UTF8&qid=1354365383&ref_=tmm_pap_title_0&sr=8-2-spell"><br /></a>
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<span style="font-size: large;">Weitere Informationen</span><br />
<span style="font-size: large;"></span></div>
<div class="MsoNormal">
<span style="color: blue; font-family: "arial"; font-size: small;"><a href="http://neue-mentaltechniken.blogspot.de/">Zum Info-Link: "Die Kraft der positiven Gefühle"</a></span></div>
<div class="MsoNormal">
<span style="color: blue; font-family: "arial"; font-size: small;"><a href="http://scanning-antistresstechnik.blogspot.de/">Zum Info-Link:
"Scanning"</a></span></div>
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<span style="color: blue; font-family: "arial"; font-size: small;"><a href="http://eq-training.blogspot.de/">Zum
Info-Link: "EQ-Training"</a> </span></div>
<div class="MsoNormal">
<span style="color: blue; font-family: "arial"; font-size: small;"><a href="http://intelligenz-emotional.blogspot.de/">Zum Info-Link: "Mythos
Emotionale Intelligenz"</a> </span></div>
<div class="MsoNormal">
<span style="color: blue; font-family: "arial"; font-size: small;"><a href="http://emotionskontrolle.blogspot.de/">Zum
Info-Link: "Stehen Sie drüber!"</a> </span></div>
<div class="MsoNormal">
</div>
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<br />
<div style="text-align: center;">
<span style="color: blue; font-size: large;"><a href="http://eq-training-emotionale-intelligenz.blogspot.de/">Zu Programmen über Mentaltraining bitte hier klicken ...</a> </span></div>
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</xml><![endif]--><span style="font-size: large;"><span style="color: blue; font-family: "arial";"><a href="http://www.neobooks.com/werk/25999-die-kraft-der-positiven-gefuehle.html">Ratgeber
von Peter Schmidt bei NEOBOOKS</a></span></span><br />
<span style="font-size: large;"><span style="color: blue; font-family: "arial";"><a href="http://store.kobobooks.com/de-DE/ebook/die-kraft-der-positiven-gefuhle">Ratgeber bei Kobo-eBooks</a> </span></span></div>
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<div style="text-align: center;">
<u>eBook-Einzeltitel im ePub-Format</u><br />
<br /></div>
<div align="center" style="text-align: center;">
<div align="center" style="text-align: center;">
<a href="https://play.google.com/store/books/details/Peter_Schmidt_Die_Kraft_der_positiven_Gef%C3%BChle?id=XuczAwAAQBAJ">Die Kraft der positiven Gefühle: Mit neuen Mentaltechniken innerlich frei werden </a></div>
<div align="center" style="text-align: center;">
<a href="https://play.google.com/store/books/details/Peter_Schmidt_EQ_Training?id=uqY0AwAAQBAJ">EQ-Training: Die Praxis der Emotionalen Intelligenz </a></div>
<div align="center" style="text-align: center;">
<a href="https://play.google.com/store/books/details/Peter_Schmidt_Stehen_Sie_dr%C3%BCber?id=x3MyAwAAQBAJ">Stehen Sie drüber!: Sich sekundenschnell von negativen Gefühlen befreien </a></div>
<div align="center" style="text-align: center;">
<a href="https://play.google.com/store/books/details/Peter_Schmidt_Scanning?id=zRU3AwAAQBAJ">Scanning: Neue Mentaltechniken gegen emotionalen Stress </a></div>
<div align="center" style="text-align: center;">
<a href="https://play.google.com/store/books/details/Peter_Schmidt_Mythos_Emotionale_Intelligenz?id=lIGoBgAAQBAJ">Mythos Emotionale Intelligenz: Einführung in die Psychologie des Fühlens und Bewertens</a></div>
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<img alt="" 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<span style="font-size: large;"><a href="https://play.google.com/store/books/details/Peter_Schmidt_Sieben_Gr%C3%BCnde_warum_wir_nicht_so_gut?id=08sHBAAAQBAJ">Sieben Gründe, warum wir nicht so gut sind, wie wir sein könnten</a></span></div>
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<br />
<span face=""ȫrial\22 "" style="font-size: 10pt;">Menschliche Verrohung,
wie wir sie gegenwärtig erleben, begann schon mit dem Auftauchen des Homo
sapiens. Und die Prognose bleibt weiter ungünstig. Ein großer Teil der Menschen
ist aggressiv und gleichgültig. Habgier, Egoismus, Verachtung, Niedertracht,
Hass und Rache, Vergeltungsdenken, Aggressivität und Lust am Bösen sind an der
Tagesordnung. Ein britischer Historiker hat einmal die Kriegstoten der
bisherigen Menschheitsgeschichte gezählt, soweit rekonstruierbar: Bis zu
dreieinhalb Milliarden Tote, also etwa die halbe gegenwärtige Weltbevölkerung.
Dazu Folter, Hunger, Vergewaltigung, Unterdrückung, Mord durch Inquisition,
Mord aus politischer Willkür, Amokläufer, Psychopathen, Selbstmordattentäter
und Sprengstoffanschläge - und das bis in die jüngste Gegenwart … Eigentlich
hätte schon ein zehnjähriges Kind mit durchschnittlicher Intelligenz bemerken
können, dass die Juden zur Zeit des Nationalsozialismus gar kein gemeinsames
Merkmal hatten wie "minderwertige Rasse", "Weltverschwörer",
"Ausbeuter". Erst recht nicht, um dann 6 Millionen Menschen zu töten.
Dazu musste man sich ja nur irgendein jüdisches Schulkind, die alte jüdische
Gemüsehändlerin an der Ecke oder irgendeinen arbeitslosen jüdischen Arbeiter
ansehen. Hinter alledem steckt also auch noch ein offensichtliches
Intelligenzdefizit. Allerdings: Dann gibt es neben so viel "schlechtem
Menschenmaterial" auch noch die Guten, Friedlichen, Hilfsbereiten,
Kooperativen ...</span><span style="font-size: 13pt; mso-bidi-font-size: 12.0pt;"></span></div>
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<span style="font-size: x-large;"><span class="MsoHyperlink"><a href="http://autor-peter-schmidt-liste-sachbuch.blogspot.de/"><span style="font-family: "arial";">Direkt zur Titel-Liste Sachbuch ...</span></a></span></span><span class="MsoHyperlink"><span style="font-family: "arial"; font-size: 14pt;"></span></span></div>
<br />
<div style="text-align: center;">
<br /></div>
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: small;"><span face=""arial" , "helvetica" , sans-serif"><a href="http://peter-schmidt-philosophie-blog.blogspot.de/">Hier geht's zum Philosophie-Blog: "Das Problem der Willensfreiheit"</a></span></span></div>
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: small;"><span face=""arial" , "helvetica" , sans-serif"><a href="http://peter-schmidt-philosophie-wertproblem.blogspot.de/">Hier geht's zum<span face=""arial" , "helvetica" , sans-serif"> </span>Blog: "Das Wertproblem in der Philos<span face=""arial" , "helvetica" , sans-serif">ophie</span>"</a></span></span></div>
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: small;"><span face=""arial" , "helvetica" , sans-serif"><a href="http://theorie-der-gefuehle.blogspot.de/">Hier geht's zum<span face=""arial" , "helvetica" , sans-serif"> </span>Blog: "Was ist Fühlen<span face=""arial" , "helvetica" , sans-serif">?</span>"</a></span></span></div>
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Übersicht: Liste aller Literaturlinks</div>
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SACHBUCH<br />
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<br /><div style="text-align: center;"><span style="color: #2b00fe;"><b><span style="font-family: arial;"><span style="font-size: large;">Der "Dauerseller" ...</span></span></b></span></div><div style="text-align: center;"><span style="font-family: arial; font-size: small;"><span> 1. & 2. Auflage: dtv München</span></span></div><div style="text-align: center;"><span style="font-family: arial; font-size: small;"><span>3. erweiterte Auflage: amazon (portofrei)<br /></span></span></div><div style="text-align: center;"><span style="font-family: arial; font-size: small;"><span>Stationärer Buchhandel:</span></span></div><div style="text-align: center;"><span style="font-family: arial; font-size: small;"><span><span>epubli/Neopubli Berlin</span></span></span><span style="font-size: x-small;"><br /></span></div><div style="text-align: left;"><span style="font-size: x-small;">
</span><br />
<div style="text-align: center;"><a href="https://www.amazon.de/Die-Kraft-positiven-Gef%C3%BChle-Mentaltechniken/dp/1500228737?ie=UTF8&keywords=Die%20Kraft%20der%20positiven%20Gef%C3%BChle&qid=1405164328&ref_=sr_1_2&sr=8-2"><img alt="https://www.amazon.de/Die-Kraft-positiven-Gef%C3%BChle-Mentaltechniken/dp/1500228737?ie=UTF8&keywords=Die%20Kraft%20der%20positiven%20Gef%C3%BChle&qid=1405164328&ref_=sr_1_2&sr=8-2" border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMpwM0EA-Byz5UkJHrNYFQ4UahTT6K0RB4C6t9oZw7MGOx2VFhB_VJ4LzWZJPmTi_um-0xuoFnUMl5igdHE6M0h7FHKp4bYuwVgzXaaDp7ly1BoHlkjIKAW1Vcennu2rTYMJ3a80afCUA/s640/Cover+Die+Kraft+der+positiven+Gef%C3%BChle.jpg" width="412" /></a></div>
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<a href="http://www.amazon.de/Die-Kraft-positiven-Gef%C3%BChle-Mentaltechniken/dp/1500228737/ref=sr_1_2?ie=UTF8&qid=1403603971&sr=8-2&keywords=Die+Kraft+der+positiven+Gef%C3%BChle">Direkter Link zum Buch ...</a><br />
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<span style="font-size: x-large;"><span style="color: #990000;">Stress- und Konfliktbewältigung mit</span></span></div>
<div style="text-align: center;">
<span style="font-size: x-large;"><span style="color: #990000;">"Emotionaler Intelligenz"</span></span></div>
<br />
<div style="text-align: center;">
<span style="font-size: large;"><i><span style="color: #999999;"><b>Neueste
Methoden, wie man Angst, Ärger, Trauer, Eifersucht und andere
belastende Emotionen schneller als jemals zuvor in den Griff bekommt …</b></span></i></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<div style="clear: both; text-align: justify;">
<span face=""arial" , "helvetica" , sans-serif">In
den vergangenen Jahren sind im Rahmen der Psychologie der "Emotionalen
Intelligenz" neue hochwirksame Techniken entwickelt worden, um bei
Stress und Konflikten besser mit den eigenen Gefühlen, Stimmungen,
Emotionen, Affekten und Bewertungen umzugehen. Dazu zählen die
"Ja-Nein-Technik", die "Problem-Desensibilisierung", die "Technik des
desen<span style="font-size: xx-small;">-</span>sibilisierenden
Blicks" und das "Gedankensetzen". Sie können dieses einfache und doch
sehr effektive Mentaltraining bei Konflikten im Beruf, im Privatleben
und in der Ausbildung jederzeit einsetzen, um sich von hinderlichen
Gefühlen wie Nervosität, Befangenheit, Lampenfieber, Impulsivität,
Redeangst oder Angst vor Fehlern zu befreien. Mit den gleichen Methoden
lässt sich auch unser gesamtes Fühlen in Richtung auf immer weniger
Leiden und mehr Wohlbehagen, positive Gefühle und Motivation hin
entwickeln. So wird eine existentielle Umorientierung im Sinne
"Emotionaler Intelligenz" eingeleitet.<span style="color: orange; font-size: 11pt;"> </span></span></div>
<div style="clear: both; text-align: left;">
<br />
<div style="text-align: left;">
<span style="color: #990000; font-size: small;">Wir verfügen damit zum ersten Mal in der Geschichte der Mentaltechniken
über psychologisch klar definierte mentale Instrumente, die sich mit
einiger Übung leicht auch in Aktion, also innerhalb unserer
Tagesaktivitäten, im Stress, in der Arbeit, im Gespräch, beim Vortrag,
bei schwierigen Verhandlungen und Verkaufsgesprächen, im Sport – vor
allem auch bei Herausforderungen, die umgehendes Handeln erfordern –
einsetzen lassen.</span></div>
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Inhaltsverzeichnis</span></b><br />
<div class="MsoNormal">
<br /></div>
<div class="H4" style="line-height: 115%; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;">
<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Teil
A</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Kapitel 1: Mentale Veränderung auf den Punkt gebracht</div>
<div class="MsoNormal">
INFO 1: <i>Was ist eigentlich ein emotional bedrängendes Problem?</i></div>
<div class="MsoNormal">
Kapitel 2: Körper-Desensibilisierung</div>
<div class="MsoNormal">
INFO 2: <i>Desensibilisierung in Paniksituationen und Stress</i></div>
<div class="MsoNormal">
Kapitel 3 Problem-Desensibilisierung</div>
<div class="MsoNormal">
INFO 3: <i>Warum positives Denken oft nicht wirkt</i></div>
<div class="MsoNormal">
Kapitel 4: Gedankensetzen</div>
<div class="MsoNormal">
Kapitel 5: Allgemeine Formeln des Gedankensetzens</div>
<div class="MsoNormal">
INFO 4: <i>Die Kraft unserer Gedanken</i></div>
<div class="MsoNormal">
Kapitel 6: Ja-Nein-Technik</div>
<div class="MsoNormal">
Kapitel 7: Ja-Nein-Wunsch-Technik</div>
<div class="MsoNormal">
Kapitel 8: Focusing</div>
<div class="MsoNormal">
Kapitel 9: Entspannung als Grundlage mentaler Techniken</div>
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INFO 5: <i>Was sind Wortklänge?</i></div>
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Kapitel 10: Anwendungshinweise</div>
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<span style="font-size: 16pt; mso-bidi-font-size: 10.0pt;">Teil
B</span></div>
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<br /></div>
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Kapitel 11: Vertieftes Verständnis</div>
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INFO 6: <i>Gibt es so etwas wie einen allgemeinen Lebenszweck?</i></div>
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Kapitel 12: Psychologie und Philosophie der Emotionalen Intelligenz
an Beispielen</div>
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INFO 7: <i>Was »Emotionale Intelligenz«?</i></div>
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Kapitel 13: Konfliktbewältigung und Selbstmotivation</div>
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Kapitel 14: Negative Gedanken</div>
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</div>
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INFO 8: <i>Was ist »emotionale Lebensqualität«?</i></div>
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Kapitel 15: Körper-Desensibilisierung B</div>
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Kapitel 16: Problem-Desensibilisierung B</div>
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Kapitel 17: Problem-Desensibilisierung am Beispiel einer
Beziehungskrise</div>
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Kapitel 18: Gedankensetzen B</div>
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Kapitel 19: Allgemeine Formeln des Gedankensetzens B</div>
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INFO 9: <i>Suizid und Emotionale Intelligenz</i></div>
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Kapitel 20: Ja-Nein-Technik B</div>
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Kapitel 21: Ja-Nein-Wunsch-Technik B </div>
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INFO 10: <i>Vom Sinn des Philosophierens</i></div>
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Kapitel 22: Focusing B</div>
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INFO 11: <i>Spontanes und forciertes positives Denken</i></div>
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Kapitel 23: Entspannung als Grundlage mentaler Techniken B</div>
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INFO 12: <i>Wie wirken Wortklänge?</i></div>
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Kapitel 24 Wann wirken mentale Techniken und wann wirken sie
nicht?</div>
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INFO 13: »<i>Angenehm« und »unangenehm« als ausschlaggebende
Eigenschaften der Gefühle</i></div>
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Kapitel 25: Vier verschiedene Weisen des Umgangs mit
negativen Gefühlen</div>
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Kapitel 26: Fehlertabelle Gefühl und Wert</div>
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Kapitel 27: Welche Technik für welches Problem?</div>
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Kapitel 28: EQ-Test</div>
</div>
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<br />
<div style="text-align: center;">
<span style="font-size: large;"><b><span style="color: blue;">Worauf beruht die deutlich gesteigerte Wirksamkeit der im Buch beschriebenen Methoden?</span></b></span></div>
<br />
<div style="text-align: center;">
<span style="font-size: small;"><i>Dank
neuer Einsichten der Psychologie der Emotionalen Intelligenz - der sogenannten "Attractio-Aversio-Theorie" - fokussiert
man gezielter und schneller als z.B. in der Verhaltenstherapie auf
problematische Gefühle und Reaktionen. Und sogar ohne langwierige
vorgeschaltete Vorbereitungsprogramme wie etwa die Progressive
Muskelentspannung …</i>
</span></div>
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<div style="text-align: center;">
<span style="font-size: small;"><br /></span>
<span style="color: #999999; font-size: small;"><b>Auch für Experten und Therapeuten aufschlussreich ...</b></span></div>
</div>
<span face=""arial" , "helvetica" , sans-serif"><span style="color: orange; font-size: 11pt;">Bewertungen bei amazon:</span></span></div>
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</div><div style="text-align: center;"><span style="font-size: large;"> </span></div><div style="text-align: center;"><span style="font-size: large;">Weitere</span></div><div style="text-align: center;"><span style="font-size: large;">LESERKOMMENTARE </span></div><span style="font-size: large;"><span style="font-size: small;">(amazon)</span></span><br />
<div dir="auto"><div class="ecm0bbzt hv4rvrfc ihqw7lf3 dati1w0a" data-ad-comet-preview="message" data-ad-preview="message" id="jsc_c_2d"><div class="j83agx80 cbu4d94t ew0dbk1b irj2b8pg"><div class="qzhwtbm6 knvmm38d"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;"><u><i> </i></u></div><div dir="auto" style="text-align: start;"><u><i>Moulin</i></u></div><div dir="auto" style="text-align: start;">5,0 von 5 Sternen Wer liest erst die Packungsbeilage, bevor er die Schmerztablette schluckt?</div><div dir="auto" style="text-align: start;">Rezension aus Deutschland vom 7. Mai 2020</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Dies ist das einzige Meditationsbuch das mich motivieren konnte!</div></div><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;">Ich
bin ein Skeptiker und habe eine Abneigung gegen Esoterik und
Spiritualismus. D.h. wenn es zu Meditation kommt, wird's schwierig für
mich. Obschon ich mich mein Leben lang dazu hingezogen fühle. Ich habe
so manches Buch nach einem Kapitel demotiviert weggelegt und konnte
deswegen nie so richtig eine Meditationspraxis entwickeln. Dieses Buch
aber macht es mir sehr einfach. Anfangs war ich schon wegen seines
Titels und Aufmachung skeptisch; der Schein trügt aber.</div></div><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;">Das
Beste an dem Buch ist, dass der Praxisteil zuerst kommt und dazu nur 90
Seiten kurz ist. Auf den ersten Seiten bekommt man bereits die
Anleitung für eine erste Übung und kann sofort loslegen. Für mich ideal -
nicht weil ich lese- oder Bildungsfaul bin, sondern weil ich eher ein
Trial-and Error-Typ bin, der es als hinderlich und demotivierend
empfindet, Hintergrundwissen vorgeschoben zu bekommen, gerade wenn es
darum geht, Angewohnheiten zu entwickeln - was für mich nur mit Spass an
der Sache funktioniert. Just Do It!</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Und
hier ist das ganz besonders wichtig: weil ich leide ja und brauche
Linderung - sofort! Wer will erst eine 200-Seitige Packungsbeilage
lesen? Erst muss der Schmerz weg!</div></div><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;">Der
bedeutend längere Theorieteil kommt danach und man kann dises lesen
oder auch nicht - er beinhaltet nebst Theorie auch Vertiefung in die
einzelnen Übungen und ein Kapiten mit Problemstellungen und
Lösungsansätzen. Die Übungen funktionieren allerdings auch ohne
Hintergrundwissen. Meditation ist eigentlich sehr einfach und ist eine
von unseren Ahnen überlieferte Weisheit - es sind nur die profitgierigen
Sektierer die uns glauben machen wollen, dies funktioniere nur mit
überteuerten Kursen.</div><div dir="auto" style="text-align: start;"> </div></div><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;">Die
Übungen im Buch basieren auf dem EQ-System und sind deswegen sehr
neutral dargestellt, d.h. gänzlich frei von esoterischen Schulen. Wer
zum meditieren eine spirituelle Atmosphäre benötigt, mit Geschichten und
Gottheiten, ist hier gewiss falsch. Wer ein einfach verständliches und
schnell anwendbares Tool benötigt um gezielt mentale Probleme zu lösen,
dem kann ich das Buch sehr empfehlen. Es hat mein Leben, zumindest ein
wenig verändert.</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;"><u><i>Wiesbadenerin</i></u></div><div dir="auto" style="text-align: start;">5,0 von 5 Sternen sehr empfehlenswert</div><div dir="auto" style="text-align: start;">Rezension aus Deutschland vom 13. Oktober 2012</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Ich habe dieses Buch beim Stöbern in der Bücherei gefunden und es jetzt hier als gebrauchtes Exemplar bestellt.</div><div dir="auto" style="text-align: start;">Hier
handelt es sich nicht um den üblichen Schwachsinn mit positiv denken
und wünschen oder Listenerstellen. Ein ernsthaftes, vielleicht nicht
ganz leicht lesbares Buch, das man mehrmals studieren sollte.</div><div dir="auto" style="text-align: start;">Ansonsten
stehe ich derlei Büchern äußerst skeptisch gegenüber. Dieses aber hat
mich spätestens dann überzeugt, als ich die viertelstündige
Wortklangübung machte und nach gefühlten fünf Minuten damit fertig war.
Und das, obwohl ich noch nie ein mentales Training gemacht habe.</div><div dir="auto" style="text-align: start;">3 Personen fanden diese Informationen hilfreich</div></div></span><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;"><u><i>Oliver</i></u></div><div dir="auto" style="text-align: start;">4,0 von 5 Sternen Danke</div><div dir="auto" style="text-align: start;">Rezension aus Deutschland vom 21. Dezember 2011</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Danke
Herr Schmidt. Hier ist ein wirklich gelungenes Buch mit klaren und
deutlichen Übungen geschrieben wurden ohne viel Firlefanz. Auch die
Anzahl der Übungen, 5 bzw 6, bleibt übersichtlich. Ich habs im Jahr 2001
erworben und schau auch heute immer mal wieder rein. Weil die Übungen
so auf den Punkt gebracht sind und vorallem sehr effektiv wirken. In
einer kurzen Liste von wirklich empfehlenswerten Büchern würde dieses
ganz oben seinen Platz finden. Ich gebe hier 4 Punkte, da ich finde dass
es auch noch im Theorie Teil etwas mehr hätte sein können und
vielleicht ein bisschen runder. Ich kann dieses Buch unbedingt
empfehlen. Schade dass es gar nicht mehr auf dem Markt zu bekommen ist
außer als gebrauchtes Buch oder vielleicht in der örtlichen Bücherei zu
leihen.</div><div dir="auto" style="text-align: start;">7 Personen fanden diese Informationen hilfreich</div></div><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql ii04i59q"><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;"><u><i>Pezi</i></u></div><div dir="auto" style="text-align: start;">5,0 von 5 Sternen die kraft der positiven gefühle</div><div dir="auto" style="text-align: start;">Rezension aus Deutschland vom 7. April 2010</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Es ist unglaublich was wir mit unseren Gedanken und Gefühlen, bewegen und verändern können.</div><div dir="auto" style="text-align: start;">Dieses
Buch erklärt auf einfache und verständliche Art und Weise wie man sich
von Ängsten befreien und Ziehle ereichen kann. Was aber auch sehr
wichtig ist, HABE GEDULT UND ÜBE TÄGLICH.</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;"><u><i>evi</i></u></div><div dir="auto" style="text-align: start;">5,0 von 5 Sternen bellissimo</div><div dir="auto" style="text-align: start;">Rezension aus Italien vom 14. Februar 2013</div><div dir="auto" style="text-align: start;">Verifizierter Kauf</div><div dir="auto" style="text-align: start;">Ein sehr aufregendes und lehrreiches buch , kann es nur weiter empfehlen , positive Gefühle geben die Kraft des Lebens.</div></div></span></div></div></div></div></div>
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<span face=""arial" , "helvetica" , sans-serif"><span style="font-size: large;"><a href="http://www.amazon.de/positiven-Gef%C3%BChle-Mentaltechniken-innerlich-ebook/dp/B0081RLKQC/ref=tmm_kin_title_0?ie=UTF8&m=A11MW6AJTK8WZ7&qid=1337794139&sr=1-3">Link zum eBook bei <span face=""arial" , "helvetica" , sans-serif">A</span>mazon ...</a></span></span></div>
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<span face=""arial" , "helvetica" , sans-serif"><span style="font-size: large;"><a href="http://www.neobooks.com/werk/25999-die-kraft-der-positiven-gefuehle.html">Die Kraft der positiven Gefühle bei Neobooks (ePub)</a></span></span></div>
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<span face=""arial" , "helvetica" , sans-serif"><span style="font-size: large;"><a href="https://www.thalia.de/shop/home/artikeldetails/ID37103102.html">THALIA ePub-Format</a> </span></span></div>
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<div class="MsoNormal" style="text-align: left;">
<span style="font-size: 9pt;">I m p r e s s u m</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-size: 9pt;">Peter Schmidt</span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-size: 9pt;">Gelsenkirchen</span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="EN-GB" style="font-size: 9pt; mso-ansi-language: EN-GB;">peter.schmidt11@arcor.de</span><span face=""\22 \\22 times new roman\\22 \22 "" lang="EN-GB" style="font-size: 9pt;"> </span></div>
<br />
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<span style="font-size: 9pt;">_____________________________</span></div>
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<span style="font-size: 9pt;">HINWEIS ZUM DATENSCHUTZ</span></div>
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<div class="MsoNormal" style="text-align: left;">
<span style="font-size: 9pt;">Der Autor dieser Seite, Peter
Schmidt</span></div>
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<span style="font-size: 9pt;">1.
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weder persönliche</span></div>
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noch statistische Informationen</span></div>
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<span style="font-size: 9pt;">Es handelt sich um eine reine
Informationsseite des Autors,</span></div>
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<span style="font-size: 9pt;">welche Buchtitel, Rezensionen
oder Hinweise bei</span></div>
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