On an operational method of solving initial value problems for partial differential equations induced by generalized separation of variables (Q2714526)

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scientific article; zbMATH DE number 1606970
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On an operational method of solving initial value problems for partial differential equations induced by generalized separation of variables
scientific article; zbMATH DE number 1606970

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    20 June 2001
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    modification of the operational method
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    heat conductivity equations
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    wave equations
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    Lamé equations
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    On an operational method of solving initial value problems for partial differential equations induced by generalized separation of variables (English)
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    The authors propose new modification of the operational method of solving the Cauchy problem for the partial differential equations and systems of partial differential equations. The possibilities of the proposed technique are illustrated by a number of examples (the Cauchy problem for heat conductivity equations, wave equations, and Lamé equations).
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