NUMERICAL SOLUTIONS OF SINGULAR INITIAL VALUE PROBLEMS IN THE SECOND-ORDER ORDINARY DIFFERENTIAL EQUATIONS USING HYBRID ORTHONORMAL BERNSTEIN AND BLOCK-PULSE FUNCTIONS - Egyptian Knowledge Bank - troweb

24320

NUMERICAL SOLUTIONS OF SINGULAR INITIAL VALUE PROBLEMS IN THE SECOND-ORDER ORDINARY DIFFERENTIAL EQUATIONS USING HYBRID ORTHONORMAL BERNSTEIN AND BLOCK-PULSE FUNCTIONS

Article

Last updated: 22 Jan 2023

Overview Similar Items

Article

A Reliable Numerical Treatment of Differential Equations via Hybrid Bernstein and Improved Block-Pulse Functions

Article

NUMERICAL TREATMENT OF FIRST ORDER MATRIX DIFFERENTIAL EQUATIONS USING DIFFERENT CUBIC B-SPLINE FUNCTIONS

Article

Integrating Bernstein and Improved Block-Pulse Functions for Solving Linear Fredholm Integro-Differential Equations

Article

A hybrid numerical method for solving system of high order boundary value problems

Article

THEORETICAL AND NUMERICAL STUDIES OF TWO POINT BOUNDARY VALUE PROBLEMS USING TRIGONOMETRIC AND EXPONENTIAL CUBIC B-SPLINES

Article

NUMERICAL METHOD FOR THE SOLUTION OF NONLINEAR BOUNDARY-VALUE PROBLEMS

Article

Hybrid multistep method for solving second order initial value problems

Article

An Initial-Value Algorithm for solving a Class of Non-Linear Singularly Perturbed Two-point Boundary Value Problems

Article

NUMERICAL SOLUTION OF FRACTIONAL ORDER DIFFERENTIAL-ALGEBRAIC EQUATIONS USING GENERALIZED TRIANGULAR FUNCTION OPERATIONAL MATRICES S.K. DAMARLA, M. KUNDU

Article

NUMERICAL SOLUTION OF VOLTERRA INTEGRO-DIFFERENTIAL EQUATIONS OF FRACTIONAL ORDER WITH INITIAL CONDITIONS USING COLLOCATION APPROACH