للعمل على تطوير البحث العلمي و اختيار الأشخاص الموهوبين من طلاب الدراسات العليا (الماجستير) للاستمرار و نيل درجة الدكتوراه في جامعة تشرين. فقد تم إعداد هذا البحث الذي يهدف إلى اقتراح نموذج لقياس درجة الإبداع و الموهبة عند طلاب الدراسات العليا باستخدام إحدى تقنيات الذكاء الصنعي ممثلة بالمنطق الضبابي. لقد تم بناء نظام خبير يحوي قاعدة استدلال تتضمن ثلاثة أنواع من الاختبارات: الاختبار النظري، الاختبار العملي, اختبار الإبداع في كل مقرر دراسي. كما هدف هذا النظام الذكي إلى تحديد القدرة على اتخاذ القرار و الذي يعطي نسبة الموهبة عند طلاب الدراسات العليا. و قد توصلت الدراسة إلى مجموعة هامة من النتائج من أهمها الآتي: أظهرت النتائج قوة و موثوقية عالية تبين مصداقية عمل هذا النموذج المقترح حيث وصلت صدقية النتائج بين 85% و 100% و ذلك باستخدام طريقتين مختلفتين لفك تضبيب النموذج المقترح.
This study has been done to develop scientific research and select talented people of
post-graduate students (master students) to continue and get doctoral degrees (degree in
PHD) at Tishreen University. The research has been prepared, which aims to suggest a
model for measuring the degree of creativity and talent for post-graduate students by using
one of artificial intelligence techniques such as Fuzzy Logic.
An expert system has been built that contains an inference rule which consists of
three types of tests: (Theory Test, TT), (Practice Test, PT), and (Creativity Test, CT) for
each course.
This intelligent system has also aimed to determine the ability to make decisions
which gives the rate of talent for post- graduate students.
The study has reached to an important set of results, and the most important is:
Results have shown high strength and reliability shows the validity of this proposed
model, the validity of the results have reached to 85% and 100%, by using two different
methods to defuzzificate of proposed model.
References used
GEORGE J. KLIR, BO YUAN. "Fuzzy Sets and Fuzzy Logic: Theory and Applications". Prentice-Hall Inc., 591 pages, (1995),P 35-95
DIDIER DUBOIS, HENRI PRADE. Fuzzy Sets and Systems: Theory and Applications (Mathematics in Science & Engineering). Academic Press. 393 pages. (1980), P 9-34
ZADEH, L. A. "Fuzzy sets". Information and Control 8 (3): 338-353. (1965) P 338-342
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