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18 eredmény a kulcsszóra: 'partial 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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1Introduction P.Prakash , S.Harikrishnan , J.J.Nieto and J.-H.Kim Oscillationofatimefractionalpartialdifferentialequation 15 ,1–10; ElectronicJournalofQualitativeTheoryofDifferentialEquations2014,No.

The study of oscillation theory for various equations like ordinary and partial differential equations, difference equation, dynamics equation on time scales and fractional

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3–18 DOI: 10.18514/MMN.2018.2291 A NEW NUMERICAL TECHNIQUE FOR SOLVING FRACTIONAL PARTIAL DIFFERENTIAL EQUATIONS OMER ACAN AND DUMITRU BALEANU Received 03 April, 2017 Abstract

Keywords: numerical solution, Adomian decomposition method, reduced differential transform method, fractional derivative, conformable derivative, partial differential

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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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JJ II

Key words: Explicit bounds, retarded integral inequalities, two independent vari- ables, non-self-adjoint, Hyperbolic partial differential equations, partial

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Pseudo-Analysis Approach to Nonlinear Partial Differential Equations

Another important classes of nonlinear equations, where there are applied the pseudo-analysis, are the Burgers type equations and Black and Shole equation in op- tion pricing..

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Ground-state solutions to a class of

Y an , Positive soliton solutions for generalized quasilinear Schrödinger equations with critical growth, J.. T rudinger , Elliptic partial differential equations of second

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Global Existence and Controllability to a Stochastic Integro-differential Equation

The theory of nonlinear functional integro-differential equa- tions with resolvent operators serves as an abstract formulation of partial integro- differential equations which arises

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1.Introduction O MMETRIC UNIFORMCONTINUITYOFTHESOLUTIONMAPFORNONLINEARWAVEEQUATIONINREISSNER-NORDSTR¨

Sobolev spaces of fractional order, Nemytskij operators and nonlinear partial differential equations, 1996, New York.. [4]

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Strong solutions for the steady incompressible MHD equations of non-Newtonian fluids

The system of partial differential equations in MHD are basically obtained through the coupling of the dynamical equations of the fluids with the Maxwell’s equations which is used

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Perron’s theorem for nondensely defined partial functional differential equations

Since the nonlinear part of equation (1.1) is assumed to be “small” in some sense ((1.3) and (1.4)), we describe the asymptotic be- havior of solutions in terms of the growth bound

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MENTS  USED  IN  CHEMICAL  :ENGINEERLN"G*

The differential equations characterizing the system are partial differen- ti al equations since the output signal (or output signals) of the system is a function

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A gonorrhoea fertőzés: Neisseria gonorrhoeae törzsek antibiotikum-rezisztencia vizsgálata és molekuláris tipizálása

A megfelelő terápiás terv létrehozásához az antibiotikum-rezisztencia viszonyok ismeretén túl, a DNS szekvencia-tipizáláson alapuló, NG-MAST (Neisseria gonorrhoeae

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In this paper we study the existence of mild solutions for a class of abstract partial neutral integro-differential equations with state-dependent delay

In this paper we study the existence of mild solutions for a class of abstract partial neutral integro-differential equations with state-dependent delay1. Keywords:

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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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On the solution of a class of partial differential equations

In other words, the obtained imbedding theorems in the form of Sobolev type inequality in spaces (1.1) and (1.2) enable to estimate higher order generalized derivatives than in the

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Multiple solutions of nonlinear partial functional differential equations and systems

In [6] we considered some nonlinear elliptic functional differential equations where we proved theorems on the number of weak solutions of boundary value problems for such equations

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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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