[PDF] Top 20 Two dimensional product type system of difference equations solvable in closed form
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Two dimensional product type system of difference equations solvable in closed form
... classes of the class in () has been previously treated in our papers on product-type sys- tems, so that all the formulas presented here should be new. The formulas are obtained by further developing the ... See full document
20
A Closed-Form Solution for Two-Dimensional Diffusion Equation Using Crank-Nicolson Finite Difference Method
... finite difference method for solving 2-dimensional diffusion equation is ...nite difference formulation and its convergence and sta- ...a system of linear equations should be ... See full document
7
Solution to the solvability problem for a class of product type systems of difference equations
... the system. Some equations in [] are product-type ones, but they have additional multipliers, which suggested us to study the solvability of the generalizations of system () ... See full document
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Sixteen practically solvable systems of difference equations
... the form of known hyperbolic-cotangent sum ...difference equations are candidates for solvable ones, the fact known for a long time (the observation can be found in the old book [7], and it would not ... See full document
32
Solvability of a class of product type systems of difference equations
... introduced two coefficients and also got solvable systems (this was done for the first time in [], and somewhat later in ...few solvable product-type systems of difference ... See full document
12
Product type system of difference equations with a complex structure of solutions
... on product-type systems [] investigated the case k = m = , l = s = , and our original intention was to study, as usual, the long-term behavior of their ...related system with three dependent ... See full document
23
Solvability of a general class of two dimensional hyperbolic cotangent type systems of difference equations
... where the function f satisfies the following condition: f (t, t, . . . , t) ∼ t, as t → 0. When f (t) = 1+bt t , we have f (t) ∼ t, as t → 0, and a simple solvable difference equation is obtained (see, e.g, [6, ... See full document
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Solvable product type system of difference equations with two dependent variables
... the form of the solutions of this type of systems could be given by studying all the quan- tities appearing there in ...on product-type systems see [], [] and ... See full document
22
On a product type system of difference equations of second order solvable in closed form
... difference equations and systems not stemming from differential ones (see, ...difference equations and systems has re-attracted recent attention (see, ...complicated equations and systems into simpler ... See full document
15
Dynamics of a two dimensional system of rational difference equations of Leslie Gower type
... The following result gives information on local dynamics near a fixed point of a map when there exists a characteristic vector whose coordinates have negative product and such that the associated eigenvalue is ... See full document
29
Boundedness Character of a Symmetric System of Max-type Difference Equations
... , (6) where the parameters c an p are positive real numbers. And who proved that all positive solutions of system (6) are bounded when and so forth (see [16]). In addition, related research can also be seen in ... See full document
7
On periodic solutions of a class of k dimensional systems of max type difference equations
... the problem of periodicity of their solutions (see, for example, [, , , , , , , ], and the references therein), while global attractivity results can be found, for example, in [, , , ]. For the ... See full document
10
Four dimensional Galois representations of solvable type and automorphic forms
... of solvable type, ...is solvable. Some cases where ρ of solvable type is known to be modular are: when n = 2 ([La2], [Tu]); when n = 3 and ρ is induced ([JPSS]); when n = 3 and ρ is the ... See full document
81
A Seven Dimensional System of the Navier Stokes Equations for a Two Dimensional Incompressible Fluid on a Torus
... the system at the high values of the Reynolds number, and analyses the evolution of the dynamic be- havior of the ...our system behaves in a way similar to that predicted by Ruelle and ...chaotic ... See full document
17
Two-Dimensional Solute Transport with Exponential Initial Concentration Distribution and Varying Flow Velocity
... provides closed form solution but it is usually limited with regard to the complexity ...one- dimensional analytical solutions were ...one- dimensional advection-dispersion equation was ... See full document
17
The Exp Function Method for Solving Two Dimensional Sine Bratu Type Equations
... P u u u u u = (2.1) where P is a multivariate polynomial in its arguments. In the following, it is explained the basic for implement- ing Exp-function method. Taking the change of variable ξ = kx + wy , gives u x ( ) = ... See full document
6
On closed form solutions of some nonlinear partial differential equations
... 3. Nonlinear wave equation in two variables. It is easy to show that θ(x,y) is a solution of the wave equation in two variables if and only if θ(x,iy) is a solution of the Laplace equation in two ... See full document
8
Fuzzy difference equations of Volterra type
... Fuzzy difference equations have been studied to some extent, for example see ...volterra difference equations and prove some basic facts about this ...this equations in terms of ordi- ... See full document
5
EFFECTS OF THERMAL AND SOLUTAL STRATIFICATION ON MIXED CONVECTION FLOW ALONG A VERTICAL PLATE SATURATED WITH COUPLE STRESS FLUID
... The geometry of the problem and the coordinate system are shown in Fig. 1, in which x-axis and y-axis are along and normal to the vertical plate respectively. Steady and incompressible couple stress fluid along a ... See full document
6
Complex Wave Solutions to Mathematical Biology Models II: Two Dimensional Fisher and Nagumo Equations
... the form of multiplication of sin and cos ...resultant system of algebraic equations are solved for non zero a and ν with at least one of A Q or B Q is non ... See full document
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