Differential Equations
eBook - PDF

Differential Equations

Stability and Control

  1. 552 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Differential Equations

Stability and Control

Book details
Table of contents
Citations

About This Book

Reports and expands upon topics discussed at the International Conference on [title] held in Colorado Springs, Colo., June 1989. Presents recent advances in control, oscillation, and stability theories, spanning a variety of subfields and covering evolution equations, and differential inclusions.

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Information

Publisher
CRC Press
Year
1990
ISBN
9781482293326
Edition
1
Topic
Matemáticas
Subtopic
Matemáticas general

Table of contents

  1. Cover
  2. Half Title
  3. Title Page
  4. Copyright Page
  5. Preface
  6. Table of Contents
  7. Contributors
  8. Chapter 1: Estimation of Quaternions Using Both Euler Angle and Rate Measurements
  9. Chapter 2: Feedback Control for Stabilization of Flexible Multibody Structures
  10. Chapter 3: Radially Symmetric Solutions of Some Singular Elliptic Equations
  11. Chapter 4: Bounded or Almost Periodic Solutions of a Wave Equation with Nonlinear Viscosity
  12. Chapter 5: Stability of Equilibria in Some Infectious Disease Models
  13. Chapter 6: On A Dirichlet Problem with Jumping Nonlinearity
  14. Chapter 7: Kneser type Theorems and Baire Properties for Planar Semidynamical Systems
  15. Chapter 8: Functional Evolution Equations Involving T-Accretive and T-Lipschitz Operators in Banach Lattices
  16. Chapter 9: Comparison Theorems for Eigenvalue Problems for Right Disfocal Differential Equations
  17. Chapter 10: The Existence of Periodic Solutions of Nonlinear Volterra Equations with Infinite Delay
  18. Chapter 11: Boundary Value Problems for Differential Inclusions
  19. Chapter 12: Qualitative Behavior of a Generalized Emden-Fowler Differential System
  20. Chapter 13: An Oblique Derivative Problem Involving an Indefinite Weight
  21. Chapter 14: Oscillations of Neutral Equations with Variable Coefficients
  22. Chapter 15: Oscillation of Neutral Difference Equations with Variable Coefficients
  23. Chapter 16: The Numerical Solution ofVariable End point Problemsin the Calculus of Variations
  24. Chapter 17: Convergence of Approximantsin Banach Spaces
  25. Chapter 18: Viscosity Solutions of Bellman’s Equation
  26. Chapter 19: Comparison of Eigenvalues for n-point Boundary Value Problems for Difference Equations
  27. Chapter 20: Oscillation and Nonoscillation Theorems for Linear Elliptic Systems
  28. Chapter 21: Bifurcation from the Essential Spectrum for Nonlinear Perturbations of Hill’s Equation
  29. Chapter 22: Boundary Value Problems for Nonlinear Difference Equations
  30. Chapter 23: On the Solutions of a Class of Integral Equations Arising in Unsteady Aerodynamics
  31. Chapter 24: Homogeneous Coordinates and Continuous Asymptotically Stabilizing Feedback Controls
  32. Chapter 25: Oscillatory Solutions of a Fourth Order Linear Differential Equation
  33. Chapter 26: Abstract Semilinear Controllability and Its Applications to Finite and Infinite Dimensional Control Problems
  34. Chapter 27: Oscillatory Behavior of Bounded Solutions of a Higher Order Equation
  35. Chapter 28: Resonance-Type Phenomena in Nonlinear Waves
  36. Chapter 29: L1-Solutions to a Class of Limit Point Operators
  37. Chapter 30: A Stochastic Inclusion Principle
  38. Chapter 31: Recent Developments in the Oscillation of Delay Difference Equations
  39. Chapter 32: Recent Advances in Lyapunov Method for Delay Differential Equations
  40. Chapter 33: Exact Controllability of a Plate Equation with One Control Acting as a Bending Moment
  41. Chapter 34: Application of the Mosers Technique to the Tangent Direction Problem for Certain Class of Nonlinear Evolution Equations
  42. Chapter 35: Stability Theory for Impulsive Differential Equations in Terms of Two Different Measures
  43. Chapter 36: Asymptotic Stability of an Integrodifferential System
  44. Chapter 37: A Variational Problem Governed by a Multi-valued Differential Equation in a Separable Hilbert Space
  45. Chapter 38: Semilinear Equations at Resonance Where the Kernel Has Dimension Two
  46. Chapter 39: Disconjugacy of Second Order Linear Difference Equations
  47. Chapter 40: Oscillation Theorems for Second Order Scalar Difference Equations
  48. Chapter 41: Disconjugacy for a Second Order System of Difference Equations
  49. Chapter 42: Some Applications of the Attainable Set of x = A(u(t))x
  50. Chapter 43: Singularity Theory and the Bifurcation Structure of a Nonlinear Elliptic Equation
  51. Chapter 44: Existence and Stability of Bifurcating Periodic Solutions of Planar Periodic Systems at Resonance
  52. Chapter 45: Existence of T-Periodic Solutions to Second Order Nonlinear Systems at Resonance
  53. Chapter 46: Stability Properties of Volterra Systems with Impulsive Effect
  54. Chapter 47: Normal Solvability Criteria for Certain Pseudo-Differential Operators with Nontemperate Symbols
  55. Chapter 48: Stable and Unstable Subspaces of a Critical Functional Differential Equation
  56. Chapter 49: Control Problems for Differential Equation Models of Cancer Cell Kinetics/
  57. Chapter 50: Oscillation of Even Order Neutral Delay Differential Equations
  58. Chapter 51: Stability Properties of Bifurcating Periodic Solutions of Periodic Systems
  59. Chapter 52: Strong Monotonicity Principles and Applications to Volterra Integrodifferential Equations
  60. Index