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Solution of a modified Cauchy problem by the Riemann method for a certain spatial analog of the Euler—Darboux equation with a negative parameter

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References

  1. Volkodavov, V.F., Nikolaev, N.Ya., Bystrova, O.K., and Zakharov, V.N.,Funktsii Rimana dlya nekoto-rykh differentsial’nykh uravnenii v n-mernom evklidovom prostranstve i ikh primenenie (Riemann Functions for Some Differential Equations in an n-Dimensional Euclidean Space and Their Applications), Samara, 1995.

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  1. Samara State Pedagogical University, Samara State University, Samara State Space University, Samara, Russia

    V. F. Volkodavov, I. N. Rodionova & S. V. Bushkov

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  1. V. F. Volkodavov
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  2. I. N. Rodionova
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  3. S. V. Bushkov
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Volkodavov, V.F., Rodionova, I.N. & Bushkov, S.V. Solution of a modified Cauchy problem by the Riemann method for a certain spatial analog of the Euler—Darboux equation with a negative parameter. Diff Equat 36, 616–619 (2000). https://doi.org/10.1007/BF02754257

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  • DOI: https://doi.org/10.1007/BF02754257

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