Solutions of Multidimensional Extensions of the Anti‐Self‐Dual Yang‐Mills Equation | Zendy

Ablowitz Mark J. | Zendy; Costa David G. | Zendy; Tenenblat Keti | Zendy

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Solutions of Multidimensional Extensions of the Anti‐Self‐Dual Yang‐Mills Equation

Author(s) -

Ablowitz Mark J.,

Costa David G.,

Tenenblat Keti

Publication year - 1987

Publication title -

studies in applied mathematics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.164

H-Index - 46

eISSN - 1467-9590

pISSN - 0022-2526

DOI - 10.1002/sapm198777137

Subject(s) - dual (grammatical number) , yang–mills existence and mass gap , mathematics , class (philosophy) , sine gordon equation , mathematical analysis , work (physics) , mathematical physics , algebra over a field , pure mathematics , physics , computer science , nonlinear system , soliton , art , literature , quantum mechanics , artificial intelligence , gauge theory , thermodynamics

Motivated by recent work on the generalized wave and Sine‐Gordon equatons, various multidimensional extensions of the classical self‐dual Yang‐Mills equation are developed. A method to obtain a broad class of solutions is given.

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