Applied nonlinear analysis: proceedings of an International Conference on Applied Nonlinear Analysis, held at the University of Texas at Arlington, Arlington, Texas, April 20-22, 1978
Invented address and research reports; Contributed papers.
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A Constructive Method for Linear and Nonlinear Stochastic
A Nonlinear Integral and a BangBang Theorem
Optimal Control of DiffusionReaction Systems
40 other sections not shown
1979 by Academic Academic Press algorithm Applied approximation assume asymptotic asymptotically stable Banach space bifurcation boundary conditions boundary value problems bounded bounded sets coefficients compartment compartmental systems compute cone consider constant constraints continuous continuous functions converges convex Copyright defined denote Department of Mathematics differential equations differential inequalities diffusion diffusion equations dynamical systems eigenvalue estimate example exists Figure finite fixed point form reserved formula function given Hence implies inequalities initial invariant ISBN iteration Lakshmikantham Lemma Liapunov Liapunov function linear mapping Math matrix method monotone norm obtain Optimal Control ordinary differential equations paper parameter periodic orbits periodic solutions positive proof properties reaction-diffusion equations rights of reproduction satisfies semigroups separatrix sequence stability stochastic subset Suppose Texas at Arlington theorem theory tion trajectory uniformly unique University of Texas variables vector w-periodic zero ZEROIN