Oscillation and Nonoscillation of First Order Functional Differential Equations with Advanced Arguments

الموضوعات

علوم بحتة وطبيعية

الملخص

This thesis aimed to study the behavior of solutions and criterion of oscillation for solutions of first order advanced functional differential equations. So we tackle the conditions that limit oscillation for these linear and nonlinear equations, and the unknown function in the general form for this type of equations contains one advanced variable or more about the variable tha trepresents the present state.Such type of study is studied and classified according to the coefficients even if they are constants, constants and variables or all of them are variables.This thesis contains in its contents basic concepts of functional differential equations and the definition of oscillation. It also contains several result due to oscillation theorems in addition to a set of examples that explain the main theorems.The reason why the researcher studied the type of equations is because of anxious, the subject is interesting and important.This study contains many modern results resulted in oscillation of advanced differential equations in both cases linear and nonlinear, also homogeneous and no nhomogeneous. No nhomogeneous equations has been transformed by a specific transformation to homogeneous case.Some theorems of advanced differential equations have been proved by contrasting them with delay differential equations and this is the out put of the study that the researcher accomplished.

روابط وملفات

التعريف والنوع

رقم الوثيقة

084278ff-8dd7-4444-b59d-1e95b3bd375b

رقم العقد

0

نوع الوسائط

Crawler

نوع المحتوى

الرسائل العلمية

صيغة المصدر

رسائل ماجيستير

نوع الملف

pdf text

أسماء الملفات

1696857_1.pdf

بيانات النشر

ألقاب المؤلفين

[{"name_ar":"طه أبو كف","title_ar":"اشراف","title_en":"Supervision"},{"name_ar":"كامل خليل احمد نعمان","title_ar":"اعداد","title_en":"Preparation"}]

اللغة

English

المصدر والدورية

اسم المصدر

Oscillation and Nonoscillation of First Order Functional Differential Equations with Advanced Arguments

المحتوى والصفحات

عدد الصفحات

0

إشراف وإعداد

الإشراف

طه أبو كف

الإعداد

كامل خليل احمد نعمان

الاقتباسات الببليوغرافية