Implicit functional differential equations with linear modification of the argument, via weakly Picard operator theory

The Taylor Method for Numerical Solution of Fuzzy Generalized Pantograph Equations with Linear Functional Argument

The Picard-Vessiot Theory of Homogeneous Linear Ordinary Differential Equations.

The Theory of Singular Differential-Operator Equations

We consider methods of reduction of differential operator equations with the Fredholm operator in the main expression to regular problems. Relation between the initial conditions choice problem and the Jordan structure of operator coefficients of equations is shown. The theorem of existence and uniqueness of the initial problem is proved. The method of fundamental operators is used for construc...

the taylor method for numerical solution of fuzzy generalized pantograph equations with linear functional argument

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the taylor method for numerical solution of fuzzy generalized pantograph equations with linear functional argument