AbstractWe introduce a method of solving the functional equation ∑j = 0n ajLjf(x) = 0 where the a's are constants and L is a differential or finite difference operator that reduces the degree of a polynomial by 1
summary:The present paper deals with the problem of the construction of the difference formulae for ...
AbstractWe use elementary methods and operator identities to solve linear matrix differential equati...
summary:The present paper deals with the problem of the construction of the difference formulae for ...
AbstractThe theory of linear constant coefficient differential (or difference) equations is develope...
nth-order constant-coefficient linear homogeneous difference equation. Let us write out the characte...
2. y(x + 1) – ay(x) = f (x). First-order constant-coefficient linear nonhomogeneous difference equ...
Here we describe and illustrate an alternative to the method of undetermined coeffi-cients for obtai...
We present a simple method of solving first-order linear differential and difference equations with ...
This paper presents the use of operator factorization in solving linear differential equations. Firs...
Second-order constant-coefficient linear nonhomogeneous difference equation. 1◦. Solution: y(x) = Y...
nth-order constant-coefficient linear nonhomogeneous difference equation. 1◦. Solution: y(x) = Y (x...
This is an mth-order linear homogeneous difference equation defined on a discrete set of points x = ...
This is an mth-order linear nonhomogeneous difference equation defined on a discrete set of points x...
A difference equation is an equation relating the values of a function y and one or more of its diff...
A difference equation is an equation relating the values of a function y and one or more of its diff...
summary:The present paper deals with the problem of the construction of the difference formulae for ...
AbstractWe use elementary methods and operator identities to solve linear matrix differential equati...
summary:The present paper deals with the problem of the construction of the difference formulae for ...
AbstractThe theory of linear constant coefficient differential (or difference) equations is develope...
nth-order constant-coefficient linear homogeneous difference equation. Let us write out the characte...
2. y(x + 1) – ay(x) = f (x). First-order constant-coefficient linear nonhomogeneous difference equ...
Here we describe and illustrate an alternative to the method of undetermined coeffi-cients for obtai...
We present a simple method of solving first-order linear differential and difference equations with ...
This paper presents the use of operator factorization in solving linear differential equations. Firs...
Second-order constant-coefficient linear nonhomogeneous difference equation. 1◦. Solution: y(x) = Y...
nth-order constant-coefficient linear nonhomogeneous difference equation. 1◦. Solution: y(x) = Y (x...
This is an mth-order linear homogeneous difference equation defined on a discrete set of points x = ...
This is an mth-order linear nonhomogeneous difference equation defined on a discrete set of points x...
A difference equation is an equation relating the values of a function y and one or more of its diff...
A difference equation is an equation relating the values of a function y and one or more of its diff...
summary:The present paper deals with the problem of the construction of the difference formulae for ...
AbstractWe use elementary methods and operator identities to solve linear matrix differential equati...
summary:The present paper deals with the problem of the construction of the difference formulae for ...