متراجحة نيكولسكي التكاملية على R^*مع أوزان لاجير المعممة
Abstract
ندرس في هذا البحث متراجحة من نوع نيكولسكي التكاملية لكثيرات الحدود ومتراجحة أخرى تخص الدالة وذلك من أجل حالات مختلفة لـ في الفضاء الموّزن نستخدم وزن لاجير المعمم في الحالتين و على كامل المحور الحقيقي باستثناء الصفر.
In this research, we study integral Nikolskii inequality for polynomials and another inequality for the function for different casesof ,in the weighted space usinggeneralized Laguerre weights ,for both the cases of this space and ,on all real axis without 0.
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