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Time-lag control systems, Volume 24 (Mathematics in Science and Engineering) by M. Namik Oguztoreli (editor) is a nonfiction available to read on EtoBox.

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Front Cover Time-Lag Control Systems Copyright Page Contents Preface PART I: Ordinary Delay-Differential Equations Chapter I. Introduction 1.1. DYNAMIC CHARACTERIZATION OF A PHYSICAL SYSTEM INVOLVING TIME DELAY 1.2. EXAMPLES OF DELAY-DIFFERENTIAL EQUATIONS 1.3. HISTORICAL SKETCH Chapter II. Delay-Differential Equations 2.1. INTRODUCTION 2.2. NOTATION AND DEFINITIONS 2.3. ADVANCE IN INITIAL INSTANT 2.5. UNIQUENESS OF SOLUTIONS OF A DELAY-DIFFERENTIAL EQUATION 2.6. EXISTENCE THEOREMS 2.7. CONSTRUCTION OF SOLUTIONS: I. EULER’S POLYGONAL METHOD 2.8. CONSTRUCTION OF SOLUTIONS: II. PICARD’S SUCCESSIVE APPROXIMATIONS 2.9. DEPENDENCE OF SOLUTIONS ON THE INITIAL DATA 2.10. DEPENDENCE OF SOLUTIONS UPON PARAMETERS 2.11. DEPENDENCE OF SOLUTIONS ON THE RIGHT-HAND SIDE OF THE EQUATION 2.12. GRONWALL’S LEMMA 2.13. DIFFERENTIABILITY PROPERTIES OF FUNCTIONALS 2.14. DIFFERENTIABILITY PROPERTIES OF SOLUTIONS WITH RESPECT TO PARAMETERS 2.15. ANALYTICITY PROPERTIES OF SOLUTIONS 2.16. FIRST VARIATION OF A SOLUTION WITH RESPECT TO AN INITIAL FUNCTION 2.17. DIFFERENTIATION WITH RESPECT TO THE INITIAL MOMENT 2.18. DELAY-DIFFERENTIAL EQUATIONS WITH MEASURABLE RIGHT-HAND SIDES 2.19. BOUNDEDNFSS AND STABILITY

Who reads Time-lag control systems, Volume 24 (Mathematics in Science and Engineering)?

Author

M. Namik Oguztoreli (editor)

Publisher

Academic Press, Incorporated

Published

1966

Language

EN

ISBN

9780080955308

Category

nonfiction

Subjects

Computer Science, Engineering, Stem