On a Representation of the General Solution of a Functional-Differential Equation | Zendy

Michael Drakhlin | Zendy; Elena Litsyn | Zendy

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On a Representation of the General Solution of a Functional-Differential Equation

Author(s) -

Michael Drakhlin,

Elena Litsyn

Publication year - 1994

Publication title -

zeitschrift für analysis und ihre anwendungen

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.567

H-Index - 35

eISSN - 1661-4534

pISSN - 0232-2064

DOI - 10.4171/zaa/508

Subject(s) - representation (politics) , kernel (algebra) , mathematics , functional differential equation , functional equation , differential equation , integral equation , mathematical analysis , operator (biology) , first order partial differential equation , volterra integral equation , pure mathematics , biochemistry , chemistry , repressor , politics , political science , transcription factor , law , gene

The general solution of a functional-differential equation with non-Volterra operator is found by its reducing to an infinite system. An integral representation of the general solution of this system is presented. Properties of the kernel of this system are studied.

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