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[PDF] Top 20 Stochastic ordinary differential equations in applied and computational mathematics

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Stochastic ordinary differential equations in applied and computational mathematics

Stochastic ordinary differential equations in applied and computational mathematics

... an applied mathematics ...deterministic ordinary differential equations (ODEs) and their numerical approx- imation, but only require a minimal level of familiarity with probability ... See full document

32

Accelerated Genetic Algorithm Solutions Of Some Parametric Families Of Stochastic Differential Equations

Accelerated Genetic Algorithm Solutions Of Some Parametric Families Of Stochastic Differential Equations

... solving Stochastic Differential Equations (SDEs) deriving by Wiener process numerically will be construct and implement using Accelerated Genetic Algorithm ...a differential equation in which ... See full document

7

Quadratic spline solution of Calculus of Variation Problems

Quadratic spline solution of Calculus of Variation Problems

... direct computational method via hybrid of Block-Pulse and Chebyshev functions to solve variational ...are applied to variational problems by Razzagi and Or- dokhani [11, ...the ordinary ... See full document

10

Maximal Order Block Method For The Solution Of Second Order Ordinary Differential Equations

Maximal Order Block Method For The Solution Of Second Order Ordinary Differential Equations

... [3] D. O. Awoyemi, E. A. Adebile, A. O. Adesanya, and T. A. Anake, “Modified block method for the direct solution of second order ordinary differential equa- tions,” International Journal of Applied ... See full document

7

A nonlinear computational method for the solution of initial value problems for ordinary differential equations

A nonlinear computational method for the solution of initial value problems for ordinary differential equations

... We have presented a numerical scheme that is efficient, stable and convergent. The implementation of the scheme is simple and the results obtained when the scheme is applied to various problems shows that the ... See full document

6

SOLUTION OF NON-HOMOGENEOUS DIFFERENTIAL EQUATION WITH THREE AND FOUR FRACTIONAL DERIVATIVES

SOLUTION OF NON-HOMOGENEOUS DIFFERENTIAL EQUATION WITH THREE AND FOUR FRACTIONAL DERIVATIVES

... fractional differential equations with the Caputo derivatives, Journal of Computational and Applied Mathematics 238 (2013) ...fractional differential equations, ... See full document

11

A Modified New Homotopy Perturbation Method for Solving Linear Integral Equations – Differential

A Modified New Homotopy Perturbation Method for Solving Linear Integral Equations – Differential

... functional equations, such as ordinary or partial differential equations, integral and integral-differential equations ...integral equations-differential and is ... See full document

6

SOLUTION OF ORDINARY DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS USING ELZAKI TRANSFORM

SOLUTION OF ORDINARY DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS USING ELZAKI TRANSFORM

... [6] Traig M. Elzaki & Salih M. Elzaki, On Elzaki and Sumudu Transform for Solving some Differential Equations, Global Journal of Pure and Applied Mathematics. ISSN 0973-1768 Volume 8, ... See full document

9

3. COMMON FIXED POINT THEOREMS FOR SIX WEAKLY COMPATIBLE SELF-MAPPINGS IN M- FUZZY METRIC SPACES

3. COMMON FIXED POINT THEOREMS FOR SIX WEAKLY COMPATIBLE SELF-MAPPINGS IN M- FUZZY METRIC SPACES

... Vatsala, “ Existence of Fixed Points of Fuzzy Mappings via Theory of Fuzzy Differential Equations ”, Journal of Computational and Applied Mathematics, Vol.113 (2000), 195-200.. Mihet, “[r] ... See full document

15

Multiple positive solutions for a fourth-order integral boundary value problem on time scales

Multiple positive solutions for a fourth-order integral boundary value problem on time scales

... for ordinary differential equations arise in different areas of applied mathematics and physics and so on, the existence and multiplicity of positive solutions for such problems have ... See full document

18

An accuracy comparison of polynomial chaos type methods for the propagation of uncertainties

An accuracy comparison of polynomial chaos type methods for the propagation of uncertainties

... filter equations define an efficient method, yielding good approximations if the quantities of interest are restricted to the first two moments of the ...Secondly, stochastic collocation is discussed. The method ... See full document

24

The Modern Mathematics Master's Degree II: A Survey of U.S. Programs

The Modern Mathematics Master's Degree II: A Survey of U.S. Programs

... deterministic differential equation, only a few attempts have been made to extend Lie group theory to the stochastic differential ...of differential equations to It stochastic ... See full document

14

APPROXIMATE CONTROLLABILITY OF SEMILINEAR CONTROL SYSTEMS IN HILBERT SPACES

APPROXIMATE CONTROLLABILITY OF SEMILINEAR CONTROL SYSTEMS IN HILBERT SPACES

... in Mathematics) from Functional Analysis and Operator Equations Depart- ment of Russia Voronezh State University (1983) and Mathematics Institute of Ukraine Science Academy (1992), ...of ... See full document

19

Sensitivity to noise variance in a social network dynamics model

Sensitivity to noise variance in a social network dynamics model

... The dynamics of social networks are modeled with a system of continuous Stochas- tic Ordinary Differential Equations (SODE). With the proper amount of noise input, the SODE model captures dynamic ... See full document

15

A Petrov-Galerkin method for flows in cavities: enclosure of aspect ratio 8

A Petrov-Galerkin method for flows in cavities: enclosure of aspect ratio 8

... Algorithmically, we first find the expansions for ~!, ~u, in terms of Chebyshev polynomials using recurrence differentiation formulae applied to the original expansion. Then we apply the inverse 2D FFT to find the ... See full document

9

Finding Differential Transform Using Difference Equations

Finding Differential Transform Using Difference Equations

... N mathematics, it is an essential problem to find the image of products and quotients of two functions under a linear ...called differential transforms. The differential transform (DTM) was ... See full document

6

Assimilating data into mathematical models

Assimilating data into mathematical models

... The particle algorithms in Subsection 1.3.2 are the basis of particle filters, also known as sequential Monte Carlo (SMC) methods. The popularity of these methods has only grown since the introduction of the bootstrap ... See full document

162

Optimal filtering for systems governed by coupled ordinary and partial differential equations

Optimal filtering for systems governed by coupled ordinary and partial differential equations

... -7- In Chapter IV an optimal filter is derived for a completely general class of stochastic systems governed by coupled nonlinear ordinary and partial differential equations of either fi[r] ... See full document

170

An oscillation criterion for inhomogeneous Stieltjes integro differential equations

An oscillation criterion for inhomogeneous Stieltjes integro differential equations

... MINGARELLI, Volterra-Stielt,|es integral equations and Keneralized ordinary differential expressions, Springer-Verlag, New York, Lecture Notes in Mathematics no.. ATKINSON, Discrete and [r] ... See full document

5

Differential Transform Method for Some Delay Differential Equations

Differential Transform Method for Some Delay Differential Equations

... = ∑ − (5) From (4) and (5), it is easy to see that the concept of the differential transformation is derived from the Taylor series expansion. By our assumption, t 0 is taken as zero, then the function y t ( ) is ... See full document

9

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