A SPECIAL OPERATOR METHOD FOR SOLVING DIFFERENTIAL-EQUATIONS

[摘要] Solutions of differential equations are derived by a recursive procedure. For partial differential equations this solution can be transformed to an operator expression. Stronger conditions than in other solution procedures are required to solve the initial-value or boundary value problem. Examples are given, where this method is more favorable than others.

[发布日期] 1994-08-19

[关键词] EULER-CAUCHY;RECURSIVE PROCEDURE;OPERATOR EXPRESSION;CAUCHY PROBLEM;BOUNDARY VALUE PROBLEM;DELAY DIFFERENTIAL EQUATION