We give a brief survey on a new approach in study of polynomial projectors that preserve homogeneous partial differential equations or homogeneous differential relations, and their inter[r]
Okay, we’ve not got most of the basics down that we’ll need to start solving systems of linear equations using linear algebra techniques so it’s time to move onto the next section.. _ SO[r]
to the theory of isomonodromy deformations of linear systems of differential equations with rational coefficients: _dY__ζ_ _dζ_ = _B∞_+ _n_ _k_=1 _Bi_ _ζ−xi_ _Y__ζ__,_ 8 TRANG 6 which was d[r]
In this paper, we study the existence and uniqueness of fuzzy solutions for general hyperbolic partial differential equations with local conditions making use of the Banach fixed point theorem. Some examples are presented to illustrate our results.
Brezis, _Functional Analysis, Sobolev Spaces and Partial Differential Equations,_ TRANG 2 STEP D.A_classical_solution is recovered by showing that any weak solution that is _C_2is a clas[r]
In this paper we study linear stochastic implicit difference equations (LSIDEs for short) of index-1. We give a definition of solution and introduce an index-1 concept for these equations. The mean square stability of LSIDEs is studied by using the method of solution evaluation. An example is given[r]
This paper studies the robust stability of implicit dynamic equations on time scales, which is a general form of differential algebraic equations and implicit difference equations. The paper discusses the reservation of exponential stability of these equations under small Lipschitz perturbations.
TRANG 1 doi:10.1155/2009/521058 _RESEARCH ARTICLE_ SUMMATION CHARACTERIZATION OF THE RECESSIVE SOLUTION FOR HALF-LINEAR DIFFERENCE EQUATIONS ONDˇREJ DO ˇSL ´Y 1 AND SIMONA FI ˇSNAROV ´A [r]
In present time significant attention has been given to study non-integer order partial differential equations. The current article is devoted to find numerical solutions to the following class of time–space fractional partial differential.
In this chapter we shall deal exclusively with linear differential equations_ TRANG 2 ROLE OF AUXILIARY CONDITIONS IN SOLUTION OF DIFFERENTIAL EQUATIONS We now show that a differential e[r]