قانون الأعداد الكبيرة للدوال العشوائية بمتحولين

Authors

  • محمد سويقات
  • وديع علي
  • نغم صالح

Abstract

نقوم في هذا البحث بإيجاد قانون الأعداد الكبيرة للدوال العشوائية المحدبة – المقعرة المغلقة و نعمِّم بعض النتائج المتعلقة بالدوال نصف المستمرة من الأدنى ذات المتحول الواحد إلى نتائج مشابهة تخص دوال محدبة – مقعرة بمتحولين وذلك باستخدام الدوال القرينة المحدبة لدالة محدبة – مقعرة وتقارب موسكو فوق /تحت البياني .

In this research we will find a law of the large numbers for random convex – concave closed functions , and generalize some results related to lower semi- continuous functions to similar results concerning the convex– concave functions , and that will be done with using the parent convex functions and the Mosco-epi \ hypo-convergence .

Author Biographies

محمد سويقات

قسم الرياضيات –كلية العلوم – جامعة تشرين – اللاذقية – سورية

وديع علي

قسم الرياضيات –كلية العلوم – جامعة تشرين – اللاذقية – سورية

نغم صالح

قسم الرياضيات –كلية العلوم – جامعة تشرين – اللاذقية – سورية

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Published

2013-04-28

How to Cite

1.
سويقات م, علي و, صالح ن. قانون الأعداد الكبيرة للدوال العشوائية بمتحولين. TUJ-BA [Internet]. 2013Apr.28 [cited 2024Nov.24];35(2). Available from: https://journal.tishreen.edu.sy/index.php/bassnc/article/view/55

Issue

Vol. 35 No. 2 (2013): العلوم الأساسية

Section

Articles

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