Titlebook: Non Linear Analysis and Boundary Value Problems for Ordinary Differential Equations; F. Zanolin Book 1996 Springer-Verlag Wien 1996 Bounda

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978-3-211-82811-3Springer-Verlag Wien 1996

泛滥

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https://doi.org/10.1007/978-3-7091-2680-6Boundary value problem; calculus; differential equation; dynamical systems; ordinary differential equati

吞噬

Upper and Lower Solutions in the Theory of Ode Boundary Value Problems: Classical and Recent ResultThe method of upper and lower solutions for ordinary differential equation was introduced in 1931 by G. Scorza Dragoni for a Dirichlet problem. Since then a large number of contributions enriched the theory. Among others, one has to point out the pioneer work of M. Nagumo who associated his name with derivative dependent right hand side.

GLUE

Boundary Value Problems for Quasilinear Second Order Differential Equations,This paper constitutes a survey of recent results on eigenvalue problems for nonlinear boundary value problems which arise in the study of radial solutions of quasilinear elliptic partial differential equations. Typical examples of such problems are boundary value problems for perturbations of the p-Laplacian.

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vides a coherent view of systemsynthesis which includes the high-level and the system-level synthesistasks. VHDL is used as a specification language and several issuesconcerning the use of VHDL for high-level and system-level synthesisare discussed. These include aspects from the compilation of VHDL

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C. De Coster,P. Habetsvides a coherent view of systemsynthesis which includes the high-level and the system-level synthesistasks. VHDL is used as a specification language and several issuesconcerning the use of VHDL for high-level and system-level synthesisare discussed. These include aspects from the compilation of VHDL