Differential and Integral Equations: Proceedings of the Twelfth and Thirteenth Midwest ConferencesJames Lewis Henderson, Joy L. Henderson Institute of Applied Mathematics, University of Missouri-Rolla, 1985 - Differential equations - 255 pages |
Contents
Periodicity in Volterra equations | 1 |
Oscillation theory for second order differential systems with | 15 |
The semigroup approach to integrodifferential equations | 39 |
9 other sections not shown
Common terms and phrases
adjoint Ahlbrandt assume asymptotically stable Banach space behavior bilaterally stable boundary bounded c+k,b+n coefficients cohort compact consider constant Corollary defined Definition denote Department of Mathematics difference equations differential operators disconjugate dynamical systems eigenvalues equivalent essential spectrum example exists exponentially ferential equations Figure follows frequency given Green's function H₁ Hence Hilbert space Hölder continuous implies integral equations integral manifold J₂ Kwong L² Rn-1 Lemma limiting absorption principle linear Lipschitz stable Math matrix n₁ neighborhood nonlinear systems nontrivial obtain ordinary differential equations oscillation periodic solutions perturbation positive problem proof Pu(m recurrent resolvent operator result Riccati equation S₁ satisfies second order semigroup stable in variation T-periodic Theorem Theorem 3.1 theory trajectory closures transform tumor uniformly stable vector Volterra w-periodic points yo(t zero solution Zettl