A generalization of determinant formulas for the solutions of Painlev\'e II and XXXIV equations
classification
solv-int
nlin.SI
keywords
determinantformulaspainlevsolutionsequationsgeneralizationxxxivadmit
read the original abstract
A generalization of determinant formulas for the classical solutions of Painlev\'e XXXIV and Painlev\'e II equations are constructed using the technique of Darboux transformation and Hirota's bilinear formalism. It is shown that the solutions admit determinant formulas even for the transcendental case.
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