• Nem Talált Eredményt

18 eredmény a kulcsszóra: 'inverse problems differential equations'

Differential Equations Workshop April 4-6, 2018, CEU, Budapest ABSTRACTS

Krumme, Differential-difference equations and nonlinear initial boundary-value problems for linear hyperbolic partial differential equations, J.. If h is linear then both equations

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Parametrisation for boundary value problems with transcendental non-linearities

R ontó , Successive approximation techniques in non-linear boundary value problems for ordinary differential equations, in: Handbook of differential equations: ordinary.. R ontó

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Statisztikai híradó

rás, a Központi Statisztikai Hivatal főosztály- ' vezetője, Szelényi Iván, az MTA Szociológiai Kutató intézet tudományos főmunkatársa és dr.. Tahin Tamás, a Pécsi

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Existence of nontrivial solution for fourth-order semilinear ∆ γ -Laplace equation in R N

T ri , Nontrivial solutions to boundary value problems for semi- linear strongly degenerate elliptic differential equations, NoDEA Nonlinear Differential Equations Appl. T ri ,

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On singular p-Laplacian boundary value problems involving integral boundary conditions

I nfante , Positive solutions of nonlocal boundary value problems in- volving integral equations, NoDEA Nonlinear Differential

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Hogyan támogassuk az intellektuális képességzavart mutató gyermekeket?

A súlyosan-halmozottan fogyatékos tanulók iskolai neveléséhez, oktatásához nem áll rendelkezésre központi kerettanterv Nincsenek előre megadott tan- tárgyak, azokhoz

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Existence of solutions to discrete and continuous second-order boundary value problems

T isdell , Systems of difference equations associated with boundary value problems for second order systems of ordinary differential equations, J. T isdell , Boundary value problems

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Eigenvalue Characterization for a Class of Boundary Value Problems

Agarwal, Eigenvalues of boundary value problems for higher order differential equations, Mathematical Problems in Engineering 2(1996), 401-434..

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Degenerate parabolic equations appearing in atmospheric dispersion of pollutants

Keywords: differential-operator equations, degenerate PDE, semigroups of opera- tors, nonlinear problems, separable differential operators, positive operators in Banach spaces..

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Statement of the Problem and Formulation of the Existence and Uniqueness Theorems Consider the differential system u0i(t

P˚ uˇza, On the solvability of boundary value problems for systems of nonlinear differential equations with deviating arguments.. Diffe- rential

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2.1 Embedded pairs for SSPIRK(s,2) methods

Abstract We construct specific embedded pairs for second and third order optimal strong stability preserving implicit RungeKutta methods with large absolute stability regions...

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1Introduction Multiplepositivesolutionsfor(n-1,1)-typesemipositoneconjugateboundaryvalueproblemsofnonlinearfractionaldifferentialequations

Kosmatov, Integral equations and initial value problems for nonlinear differential equations of fractional order, Nonlinear Analysis: Theory, Methods & Applications, Volume

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1Introduction Existenceofsolutionsofnonlinearfractionaldifferentialequationsatresonance

Mawhin, Topological degree and boundary value problems for nonlinear differ- ential equations in topological methods for ordinary differential equations, Lecture Notes in

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Tények, érdekességek az informatika világából Az Xbox One konzol 

 Az Xbox One egyik legfontosabb tulajdonsága, hogy fenntartja az x86-64 uta- sításkészlettel való kompatibilitást, amitől több fejlesztő megjelenését, végső so- ron

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surfaces of revolution

K orman , Global solution branches and exact multiplicity of solutions for two point boundary value problems, Handbook of Differential Equations, Ordinary Differential Equa- tions,

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http://www.math.u-szeged.hu/ejqtde/ CONVERGENCE RATES OF THE SOLUTION OF A VOLTERRA–TYPE STOCHASTIC DIFFERENTIAL EQUATIONS TO A NON–EQUILIBRIUM LIMIT JOHN A

Volterra integro–differential equations, Itˆo–Volterra integro–differential equations, stochastic Volterra integro–differential equations, as- ymptotic stability, almost sure

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Global bifurcation from intervals for Sturm–Liouville problems which are not linearizable ∗

Aliev, Global bifurcation of solutions of certain nonlineariz- able eigenvalue problems, Differential Equations 25 (1989), 71–76..

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On contact problems for nonlinear parabolic functional differential equations

Kutev on a nonlinear ellip- tic transmission problem are extended (in a modified way) to nonlinear parabolic problems with nonlinear and nonlocal contact

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