« فهرست مطالب »
عنوان صفحه
تشكر و قدرداني-------------------------------- أ
چكيده ---------------------------------------- د
فهرست مطالب----------------------------------- ه
فهرست جداول ---------------------------------- ط
فهرست نمودارها ------------------------------- ل
-
فصل اول : طرح كلي پژوهش--------------------------- 1
دعاي هنرمند----------------------------------- 2
مقدمه---------------------------------------------- 3
بيان مسئله ----------------------------- 6
ضرورت و اهميت
حرکت به سوي خلاقيت ----------- 8
اهداف تحقيق --------------------------------- 10
فرضيات تحقيق -------------------------------- 12
تعريف مفاهيم و
واژه ها----------------------- 12
محدوديتهاي
تحقيق----------------------------- 13
خلاصه فصل------------------------------------- 15
فصل دوم : سابقه
موضوع تحقيق ---------------- 16
مقدمه---------------------------------------- 17
ساختار مغز و
عملکرد آن----------------------- 18
تعاريف خلاقيت :------------------------------- 25
1 . نگرشهاي
خاستگاهي :----------------------- 26
2 . نگرشهاي فرايندي
:------------------------ 27
رابطه هوش و
خلاقيت --------------------------- 31
فرايند خلاقيت :------------------------------- 36
مراحل والاس ------------------------ 37
مراحل اسبورن ---------------------- 39
مراحل تورنس ----------------------- 41
نظريه هاي خلاقيت
:---------------------------- 42
1. نظريه هاي جهان باستان-------------------- 42
2. نظريه هاي جديد
فلسفي --------------------- 44
3. نظريه هاي
روان شناسي -------------------- 45
4. روانکاوي جديد
---------------------------- 46
خصوصيات افراد
خلاق --------------------------- 49
نيازهاي افراد
خلاق --------------------------- 56
عوامل موثر در
خلاقيت-------------------------- 58
هوش ------------------------------- 59
ويژگيهاي شخصيتي-------------------- 61
خانواده---------------------------- 63
مدرسه و دانشگاه و نقش آن در خلاقيت - 65
نقش انگيزه هاي
دروني و بيروني در خلاقيت------- 69
تاثيرات عوامل
خاص بر خلاقيت :----------------- 70
سن -------------------------------- 70
جنس-------------------------------- 71
ارزشها و فشارهاي اجتماعي ---------- 71
تحصيلات----------------------------- 72
نقش کوشش در خلاقيت------------------ 72
شرايط محيطي
مطلوب براي خلاقيت ---------------- 73
تكنيكهاي خلاقيت
و نو آوري--------------------- 74
يورش فكري---------------------------- 75
مدل سينكتيكس -------------------------- 77
تكنيك دلفي ... ------------------------ 78
آموزش خلاقيت --------------------------------- 87
الف : آموزش و پرورش عمومي خلاقيت------------- 87
آموزش
خلاقيت در جهان ---------------- 88
ب : آموزش خلاقيت در كودكان و دانش آموزان --- 89
نكات قابل توجه در آموزش خلاقيت به فراگيران 93
آنچه مربي براي پرورش فكر خلاق بايد انجام
دهد 96
محتواي درسي فراگير و ارتباط آن با
خلاقيت 99
اصول اساسي در
پرورش خلاقيت ------------------ 107
عوامل موثر در
پرورش خلاقيت ------------------ 108
نقش امنيت و
آزادي رواني در خلاقيت ----------- 113
خلاقيت و حل
مسئله --------------------------- 115
خلاقيت و پيشرفت
تحصيلي --------------------- 117
خلاقيت و هنر -------------------------------- 118
خلاقيت و توسعه
اقتصادي ---------------------- 121
اثر محرک عاطفي
در خلاقيت -------------------- 122
شرايط لازم جهت
استفاده حداکثر از قدرت تصور در خلاقيت 126
موانع خلاقيت -------------------------------- 128
عامل شانس در
کاوش در مسير خلاقيت ------------ 127
با تصور خلاق مي
توان روابط شخصي را بهبود بخشيد 139
سوابق پژوهش در
ايران ----------------------- 141
سوابق پژوهش در
خارج ------------------------ 143
نتيجه گيري و
جمع بندي فصل دوم--------------- 147
فصل سوم : روش اجراي پژوهش--------------- 150
روش تحقيق----------------------------------- 151
روش گرد آوري اطلاعات------------------------- 152
ابزار گردآوري اطلاعات ----------------------- 152
جامعه آماري--------------------------------- 152
تعداد و روش نمونه گيري --------------------- 153
نمره گذاري آزمون --------------------------- 154
نحوه تبديل نمره خام به نمره استاندارد ------ 154
اعتبار آزمون-------------------------------- 155
روش استخراج مصاحبه كتبي -------------------- 155
اساس تئوريكي پرسشنامه و مصاحبه كتبي -------- 156
روشهاي آماري-------------------------------- 156
خلاصه فصل------------------------------------ 158
-
فصل چهارم :يافته هاي پژوهش و تجزيه و تحليل
آنها ------------------------------------------ 159
مقدمه--------------------------------------- 160
تجزيه يافته
هاي پژوهش ---------------------- 161
تحليل يافته هاي پژوهش----------------------- 205
خلاصه فصل ----------------------------------- 208
فصل پنجم : نتيجه گيري و پيشنهادات --- 209
نتيجه گيري---------------------------------- 210
پيشنهادات----------------------------------- 212
منابع -------------------------------------- 214
پيوستها ------------------------------------ 221
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)
برچسب ها:
سنجش خلاقيت دانشجويان كارشناسي سه رشته علوم تربيتي سنجش خلاقيت روانشناسی و مشاوره خلاقیت دانشجویی خلاقیت برتر برترین اختراعات دانشجوی فکر دانشجو تفکر دانشجو