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The subject of this course is a treatment of nonlinear differential equations. It contains: divergent differential equations, variational methods, applications of theory of monotone and potential operators and numerical methods.
Last update: DOLEJSI/MFF.CUNI.CZ (15.04.2008)
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The subject of this course is a treatment of nonlinear differential equations. It contains: divergent differential equations, variational methods, applications of theory of monotone and potential operators and numerical methods. Last update: DOLEJSI/MFF.CUNI.CZ (15.04.2008)
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Fučík Sv., Kufner A.: Nelineární diferenciální rovnice, SNTL, l978 Gajevski H., Gröger K., Zacharias K.: Nichtlineare Operatorgleichungen und Operatordifferentialgleichungen, 1974 (překlad do ruštiny 1978) Zeidler E.:Nonlinear Functional Analysis and its Applications I,II,III (l984,l985,l986) Last update: T_KNM (16.05.2008)
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Lectures in a lecture hall. Last update: T_KNM (16.05.2008)
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Examination according to the syllabus. Last update: T_KNM (16.05.2008)
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Functional analytical definition of boundary value problems (BVP).
Partial differential equations of second order in a divergence form.
Opertor of Nemitz and its properties
Variational formulation of boundary value problems.
Application of variational methods and theory of monotone and potential operators for the solution of BVP.
Introduction in the theory of parabolic equations. Last update: T_KNM (16.05.2008)
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basic knowledge of functional analysis Last update: T_KNM (16.05.2008)
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