Integral Inequalities on Time Scales

✍ Scribed by Svetlin G. Georgiev

Publisher: De Gruyter
Year: 2020
Tongue: English
Leaves: 316
Category: Library

No coin nor oath required. For personal study only.

✦ Synopsis

This book is devoted to recent developments of linear and nonlinear integral inequalities on time scales. The book is intended for the use in the field of dynamic calculus on time scales, dynamic equation and integral equations on time scales. It is also suitable for graduate courses in the above fields. The book is designed for those who have mathematical background on time scales calculus.

Highly readable, mathematically solid format
For graduates and upper-undergraduates in Mathematics, physicists, engineers, natural scientists

✦ Table of Contents

Preface
Contents
1. Linear integral inequalities on time scales
2. Linear integro-dynamic inequalities
3. Nonlinear integral inequalities
4. Diamond-α integral inequalities
5. Fractional integral inequalities
6. Two-dimensional linear integral inequalities
7. Snow’s inequalities
8. Two-dimensional linear integro-dynamic inequalities
9. Two-dimensional nonlinear integral inequalities
10. Delay integral inequalities
11. Applications
Bibliography
Index

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