Existence results for problems with monotone nonlinear boundary conditions obtained in the previous publications by the author for functional differential equations are transferred to the case of nonconvex differential inclusions with the help of the selection theorem due to A. Bressan and G. Colombo.
Contents
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Requires Authentication UnlicensedNonconvex Differential Inclusions with Nonlinear Monotone Boundary ConditionsLicensedFebruary 23, 2010
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Requires Authentication UnlicensedNon-Abelian Cohomology with Coefficients in Crossed BimodulesLicensedFebruary 23, 2010
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Requires Authentication UnlicensedOn the Number of Representations of Positive Integers by a Direct Sum of Binary Quadratic Forms with Discriminant –23LicensedFebruary 23, 2010
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Requires Authentication UnlicensedInternal Categories in a Left Exact Cosimplicial CategoryLicensedFebruary 23, 2010
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Requires Authentication UnlicensedOn a Singular Two-Point Boundary Value Problem for the Nonlinear mth-Order Differential Equation with Deviating ArgumentsLicensedFebruary 23, 2010
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Requires Authentication UnlicensedOn the Bifurcation of Flows of a Heat-Conducting Fluid Between Two Rotating Permeable CylindersLicensedFebruary 23, 2010
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Requires Authentication UnlicensedBounds for the Characteristic Functions of the System of Monomials in Random Variables and of Its Trigonometric AnalogueLicensedFebruary 23, 2010
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Requires Authentication UnlicensedBoundary Properties of First-Order Partial Derivatives of the Poisson Integral for the Half-SpaceLicensedFebruary 23, 2010