Generalized solutions of functional differential equations


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Abstract and Applied Analysis

Salvadori, Un problema ai limiti per sistemi integrodifferenziali nonlineari di tipo iperbolico , Boll. B 5 13, Brandi, R. Ceppitelli, Existence, uniqueness and continuous dependence for hereditary nonlinear functional partial differential equation of the first order , Ann. Brandi, A.

Generalized Solutions of Nonlinear Partial Differential Equations, Volume 146

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Gleissner, On a functional differential equation arising in the theory of the distribution of wealth , Aequationes Math. El Doma, Analysis of nonlinear integro-differential equations arising in the age-dependent epidemic models , Nonlinear Anal. Hale, S.

Table of Contents

Lakshmikantham and B. Zhang: Oscillation theory of differential equations with deviating arguments Marcel Dekker, New York Yan: Oscillation theory of ordinary differential equations Shanxi education press, Taiyuan in Chinese. Wintner: Quart. Ohriska: Czech. Grace and B. Lalli : Czech.

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Advances in Nonlinear Analysis

Philos: Bull. Lalli: J. Ohriska: Cent.

Verifying solutions to differential equations - AP Calculus AB - Khan Academy

Zhang, J. Yan and L. Gao: Comput.

Generalized solution - Encyclopedia of Mathematics

All Rights Reserved. Gercek: Nonlocal boundary value problem for elliptic-parabolic differential and difference equations. Discrete Dyn. Beridze D.

1 Introduction

Devadze H. Meladze: On one nonlocal boundary value problem for quasilinear differential equations. In: Proceedings of A. Razmadze Mathematical Institute. Berikelashvili: Construction and analysisi of difference schemes of the rate convergence. Memoirs of Difi.


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Physics 38 Berikelashvili: On the solvability of a nonlocal boundary value problem in the weighted Sobolev spaces. Razmadze Math. Berikelashvili: To a nonlocal generalization of the Dirichlet problem. Journal of Inequalities and Applications 1 6p. ID Bitsadze A. Nauk SSSR Translation in Sov. Browder: Non-local elliptic boundary value problems. Math 86 Canon: The solution of heat equation subject to the specification of energy. Courant D. Hilbert: Methods of mathematical physics.


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Interscience Publishers New York Devadze V. Journal of Mathematical Sciences 6 Devadze and V. Beridze: Optimality conditions for quasi-linear differential equations with nonlocal boundary conditions.


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Generalized solutions of functional differential equations Generalized solutions of functional differential equations
Generalized solutions of functional differential equations Generalized solutions of functional differential equations
Generalized solutions of functional differential equations Generalized solutions of functional differential equations
Generalized solutions of functional differential equations Generalized solutions of functional differential equations
Generalized solutions of functional differential equations Generalized solutions of functional differential equations
Generalized solutions of functional differential equations Generalized solutions of functional differential equations

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