Dynamical Systems And Applications
eBook - PDF

Dynamical Systems And Applications

  1. 712 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Dynamical Systems And Applications

About this book

World Scientific series in Applicable Analysis (WSSIAA) aims at reporting new developments of high mathematical standard and current interest. Each volume in the series shall be devoted to the mathematical analysis that has been applied or potentially applicable to the solutions of scientific, engineering, and social problems. For the past twenty five years, there has been an explosion of interest in the study of nonlinear dynamical systems. Mathematical techniques developed during this period have been applied to important nonlinear problems ranging from physics and chemistry to ecology and economics. All these developments have made dynamical systems theory an important and attractive branch of mathematics to scientists in many disciplines. This rich mathematical subject has been partially represented in this collection of 45 papers by some of the leading researchers in the area. This volume contains 45 state-of-art articles on the mathematical theory of dynamical systems by leading researchers. It is hoped that this collection will lead new direction in this field.Contributors: B Abraham-Shrauner, V Afraimovich, N U Ahmed, B Aulbach, E J Avila-Vales, F Battelli, J M Blazquez, L Block, T A Burton, R S Cantrell, C Y Chan, P Collet, R Cushman, M Denker, F N Diacu, Y H Ding, N S A El-Sharif, J E Fornaess, M Frankel, R Galeeva, A Galves, V Gershkovich, M Girardi, L Gotusso, J Graczyk, Y Hino, I Hoveijn, V Hutson, P B Kahn, J Kato, J Keesling, S Keras, V Kolmanovskii, N V Minh, V Mioc, K Mischaikow, M Misiurewicz, J W Mooney, M E Muldoon, S Murakami, M Muraskin, A D Myshkis, F Neuman, J C Newby, Y Nishiura, Z Nitecki, M Ohta, G Osipenko, N Ozalp, M Pollicott, Min Qu, Donal O-Regan, E Romanenko, V Roytburd, L Shaikhet, J Shidawara, N Sibony, W-H Steeb, C Stoica, G Swiatek, T Takaishi, N D Thai Son, R Triggiani, A E Tuma, E H Twizell, M Urbanski; T D Van, A Vanderbauwhede, A Veneziani, G Vickers, X Xiang, T Young, Y Zarmi.

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Yes, you can access Dynamical Systems And Applications by Ravi P Agarwal in PDF and/or ePUB format, as well as other popular books in Sciences biologiques & Science générale. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. CONTENTS
  2. Contributors
  3. Preface
  4. LIE SYMMETRIES, HIDDEN SYMMETRIES AND TIME-DEPENDENT INVARIANTS
  5. Generalization of a Theorem of Malta and Palis
  6. NECESSARY CONDITIONS OF OPTIMALITY FOR A CLASS OF SEMILINEAR UNCERTAIN SYSTEMS WITH UNBOUNDED MONOTONE OPERATOR
  7. SEMIGROUPS AND EXPONENTIAL STABILITY OF NONAUTONOMOUS LINEAR DIFFERENTIAL EQUATIONS ON THE HALF-LINE
  8. Permanence in periodic–parabolic ecological systems with spatial heterogeneity
  9. EXPONENTIAL BOUNDS FOR BIFURCATION FUNCTIONS IN SINGULAR SYSTEMS WITH IMPULSES
  10. BIFURCATION FROM HOMOCLINIC ORBITS TO A SADDLE-SADDLE POINT IN A BANACH SPACE
  11. CONTINUITY OF ENTROPY FOR A TWO-PARAMETER FAMILY OF BIMODAL MAPS
  12. THE SEARCH FOR PERIODIC SOLUTIONS IN NEURAL NETWORKS
  13. SINGULAR REACTION-DIFFUSION MIXED BOUNDARY-VALUE QUENCHING PROBLEMS
  14. ASYMPTOTIC DISTRIBUTION OF ENTRANCE TIMES FOR EXPANDING MAPS OF THE INTERVAL
  15. Visualizing special motions of the Euler top
  16. Conformal Measures and S-Unimodal Maps
  17. THE MANEV TWO-BODY PROBLEM: QUANTITATIVE AND QUALITATIVE THEORY
  18. PERIODIC SOLUTIONS FOR A SECOND ORDER HAMILTONIAN SYSTEM
  19. Holomorphic Symplectomorphisms in C2
  20. ON A FREE INTERFACE PROBLEM MODELING SOLID COMBUSTION AND RAPID SOLIDIFICATION IN INFINITE MEDIUM
  21. On SIMPLEST ENGEL STRUCTURES on 4-MANIFOLDS
  22. Discrete and continuous nonlinear models for the vibrating string
  23. Polynomial-Like Mappings Induced by Real Polynomials
  24. STABILITY PROPERTIES IN ABSTRACT LINEAR FUNCTIONAL DIFFERENTIAL EQUATIONS WITH INFINITE DELAY
  25. LIMIT BEHAVIOUR FOR A COMPETING SPECIES PROBLEM WITH DIFFUSION
  26. NORMAL FORM PERTURBATION ANALYSIS OF NON-AUTONOMOUS OSCILLATORY SYSTEMS
  27. On The Compact Asymptotic Stability
  28. Spurious Chaotic Solutions of Differential Equations
  29. GENERAL METHOD OF LYAPUNOV FUNCTIONALS CONSTRUCTION FOR STABILITY INVESTIGATION OF STOCHASTIC DIFFERENCE EQUATIONS
  30. THE FOGUEL ALTERNATIVE FOR INTEGRAL MARKOV OPERATORS
  31. Abstract model and semigroup well-posedness of spherical shells with boundary dissipation
  32. PERMANENCE UNDER STRONG COMPETITION
  33. A Remark on Rigidity of the Symplectic Blow up
  34. CONTINUITY OF ENTROPY REVISITED
  35. A NUMERICAL METHOD FOR ACCURATE CRITICAL LENGTH ESTIMATION IN SINGULAR QUENCHING PRBLEMS
  36. PRINCIPAL PAIRS FOR OSCILLATORY SECOND ORDER LINEAR DIFFERENTIAL EQUATIONS
  37. ALTERNATE APPROACH THAT GENERATES COMPLICATED BEHAVIOR STARTING WITH SINE CURVES
  38. On autonomous self-supporting impulsive-continuous system
  39. DYNAMICS OF INHIBITORY PULSE-COUPLED OSCILLATORS
  40. STABILITY OF SOLITARY WAVES FOR THE ZAKHAROV EQUATIONS
  41. APPLIED SYMBOLIC DYNAMICS: CONSTRUCTION OF PERIODIC TRAJECTORIES
  42. INFINITESIMAL RIGIDITY OF GROUP ACTIONS WITH HYPERBOLIC GENERATORS
  43. EXISTENCE THEORY FOR NONLINEAR VOLTERRA AND HAMMERSTEIN INTEGRAL EQUATIONS
  44. On Chaos in Continuous Difference Equations
  45. DIFFERENTIAL EQUATIONS AND COMPUTER ALGEBRA
  46. MINIMAX SOLUTIONS OF FIRST–ORDER NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS WITH TIME–MEASURABLE HAMILTONIANS
  47. A NUMERICAL METHOD FOR THE SOLUTION OF A LIENARD-TYPE INITIAL-VALUE PROBLEM WITH PERIODIC DECAYING FORCING TERM
  48. Normal forms and versal unfoldings of symplectic linear mappings