Dynamical systems. Proceedings of Univ. Florida Intern. symposium. Vol.2

Content: 
Front Matter, Page iii
Copyright, Page iv
List of Contributors, Pages xi-xv
Preface, Page xvii
Contents of Volume 1, Pages xix-xxii
Some Qualitative Aspects of the Three-Body Flow, Pages 1-6, ROBERT W. EASTON
Separatrix Structure for Regions Attracted to Solitary Periodic Solutions, Pages 7-12, RICHARD H. ELDERKIN
Solitary Invariant Sets, Pages 13-18, RICHARD H. ELDERKIN, F. WESLEY WILSON JR.
Singular Points and Separatrices, Pages 19-24, C.S. HARTZMAN
Global Results by Local Averaging for Nearly Hamiltonian Systems, Pages 25-27, JAMES MURDOCK
Equivalence of Suspensions and Manifolds with Cross Section, Pages 29-31, DAVID R. NAUGLER
Structural Stability Theorems, Pages 33-36, R. CLARK ROBINSON
Numerical Studies of an Area-Preserving Mapping, Pages 37-39, MARTIN BRAUN
A Geometrical Approach to Classical Mechanics, Pages 41-46, CHONG-PIN ONG
A Solution of Ulam's Conjecture on the Existence of Invariant Measures and its Applications, Pages 47-55, ANDRZEJ LASOTA
Bifurcation Theory for Odd Potential Operators, Pages 57-61, R.R. HUILGOL
An Existence Theorem for Solutions of Orientor Fields, Pages 63-66, CZESŁAW OLECH
Nonlinear Perturbations at Resonance, Pages 67-71, R. KANNAN
On Continuous Dependence of Fixed Points of Condensing Maps, Pages 73-75, ZVI ARTSTEIN
Small Noise Ergodic Dynamical Systems, Pages 77-79, CHARLES HOLLAND
‘Pointwise Degeneracy’ for Delay Evolutionary Equations, Pages 81-86, PIERRE CHARRIER
On Constructing a Liapunov Functional While Defining a Linear Dynamical System, Pages 87-90, J.A. WALKER
Measurability and Continuity Conditions for Evolutionary Processes, Pages 91-94, JOHN M. BALL
Stabilization of Linear Evolutionary Processes, Pages 95-98, RICHARD DATKO
Bifurcation Theory and Periodic Solutions of Some Autonomous Functional Differential Equations, Pages 99-102, ROGER D. NUSSBAUM
A Stability Criterion for Linear Autonomous Functional Differential Equations, Pages 103-107, F. KAPPEL
Periodic Differential Difference Equations, Pages 109-113, JAMES C. LILLO
Point Data Problems for Functional Differential Equations, Pages 115-121, RODNEY D. DRIVER
Relations between Functional and Ordinary Differential Equations, Pages 123-125, CARLOS IMAZ
Asymptotically Autonomous Neutral Functional Differential Equations with Time-Dependent Lag, Pages 127-132, A.F. IZÉ, N.A. DE MOLFETTA
The Invariance Principle for Functional Equations, Pages 133-136, N. ROUCHE
Existence and Stability of Periodic Solutions of x′(t) = —f(x(t), x(t — 1)), Pages 137-141, JAMES L. KAPLAN, JAMES A. YORKE
Existence and Stability of Solutions on the Real Line to x(t) + ∫−∞ta(t−τ)g(τ, x(τ)) dτ=f(t), with General Forcing Term, Pages 143-146, M.J. LEITMAN, V.J. MIZEL
Existence and Stability for Partial Functional Differential Equations, Pages 147-151, C.C. TRAVIS, G.F. WEBB
Periodic Solutions to a Population Equation, Pages 153-157, JAMES M. GREENBERG
Existence and Stability of Forced Oscillation in Retarded Equations, Pages 159-162, ORLANDO LOPES
Exact Solutions of Some Functional Differential Equations, Pages 163-168, CLEMENT A.W. McCALLA
Extendability of an Elementary Dynamical System to an Abstract Local Dynamical System, Pages 169-173, TARO URA
Skew-Product Dynamical Systems, Pages 175-179, ROBERT J. SACKER
Liapunov Functions and the Comparison Principle, Pages 181-185, PETER SEIBERT
Distal Semidynamical Systems, Pages 187-190, NAM P. BHATIA, M. NISHIHAMA
Prolongations in Semidynamical Systems, Pages 191-195, PREM N. BAJAJ
When Do Lyapunov Functions Exist on Invariant Neighborhoods?, Pages 197-201, NAM P. BHATIA, M. NISHIHAMA
The ‘Simplest’ Dynamical System, Pages 203-206, TIEN-YIEN LI, JAMES A. YORKE
Continuous Operators That Generate Many Flows, Pages 207-210, COKE S. REED
Existence and Continuity of Liapunov Functions in General Systems, Pages 211-216, PABLO M. SALZBERG
Stability under the Perturbation by a Class of Functions, Pages 217-222, JUNJI KATO, TARO YOSHIZAWA
On a General Type of Second-Order Forced Nonlinear Oscillations, Pages 223-226, R. REISSIG
Stability of Periodic Linear Systems and the Geometry of Lie Groups, Pages 227-231, ROGER W. BROCKETT
Periodic Solutions of Holomorphic Differential Equations, Pages 233-235, N.G. LLOYD
On the Newton Method of Solving Problems of the Least Squares Type for Ordinary Differential Equations, Pages 237-241, MINORU URABE
A Study on Generation of Nonuniqueness, Pages 243-248, YASUTAKA SIBUYA
Relative Asymptotic Equivalence with Weight tμ, between Two Systems of Ordinary Differential Equations, Pages 249-254, HILDEBRANDO MUNHOZ RODRIGUES
Partial Peeling, Pages 255-259, OKAN GUREL
Boundary Value Problems for Perturbed Differential Equations, Pages 261-264, T.G. PROCTOR
On Stability of Solutions of Perturbed Differential Equations, Pages 265-269, B.S. LALLI, R.S. RAMBALLY
Stability Theory for Nonautonomous Systems, Pages 271-274, JOHN R. HADDOCK
A Nonoscillation Result for a Forced Second-Order Nonlinear Differential Equation, Pages 275-278, JOHN R. GRAEF, PAUL W. SPIKES
Convexity Properties and Bounds for a Class of Linear Autonomous Mechanical Systems, Pages 279-283, R.H. PLAUT
Dynamical Systems Arising from Electrical Networks, Pages 285-290, T. MATSUMOTO
An Invariance Principle for Vector Liapunov Functions, Pages 291-295, JOSEPH P. LASALLE, E.N. ONWUCHEKWA
Stability of a Nonlinear Volterra Equation, Pages 297-302, J.A. NOHEL, D.F. SHEA
On a Class of Volterra Integrodifferential Equations, Pages 303-306, GEORGE SEIFERT
Existence and Continuation Properties of Solutions of a Nonlinear Volterra Integral Equation, Pages 307-310, TERRY L. HERDMAN
Author Index, Pages 311-312
Subject Index, Pages 313-314