Browsing "Pure Mathematics publications" by Author Joshi, N.

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Showing results 1 to 19 of 19
PreviewIssue DateTitleAuthor(s)
1999Asymptotic Studies of the Painlevú EquationsJoshi, N.
1999Bäckland transformations for the second Painlevé hierarchy: a modified truncation approachClarkson, P. A.; Joshi, N.; Pickering, A.
1998A bilinear approach to discrete Miura transformationsJoshi, N.; Ramani, A.; Grammaticos, B.
1997Direct asymptotic analysis of the second Painleve equation; three different limitsDoran-Wu, P.; Joshi, N.
1999The discrete first, second and thirty-fourth Painlevé hierarchiesCresswell, C.; Joshi, N.
1999The discrete Painlevé I hierarchyCresswell, C.; Joshi, N.
2002An entire function defined by a nonlinear recurrence relationHone, A. N. W.; Joshi, N.; Kitaev, A. V.
2000Irregular singular behaviour in the first discreet Painlev equationJoshi, N.
1997A local asymptotic analysis of the discrete first Painleve equation as the discrete independent variable approaches infinityJoshi, N.
1999Mappings preserving locations of movable poles: a new extension of the truncation method to ordinary differential equationsGordoa, P. R.; Joshi, N.; Pickering, A.
2001Mappings preserving locations of movable poles: II. The third and fifth Painlev equationsGordoa, P. R.; Joshi, N.; Pickering, A.
2000Nonexistence results for the Korteweg-de Vries and Kadomtsev-Petviashvili equationsJoshi, N.; Petersen, J. A.; Schubert, L. M.
2001On a generalized 2 + 1 dispersive water wave hierarchyGordoa, P. R.; Joshi, N.; Pickering, A.
2000On a Schwarzian PDE associated with the KdV hierarchyNijhoff, F.; Hone, A. N. W.; Joshi, N.
2001On Boutroux's tritronquée solutions of the first Painlevé equationJoshi, N.; Kitaev, A. V.
2000On the discrete and continuous Miura chain associated with the sixth Painlev equationNijhoff, F.; Joshi, N.; Hone, A. N. W.
2001Regularizing the KdV equation near a blow-up surfaceJoshi, N.
1999The Second Painlevé Equation in the Large-Parameter Limit I: Local Asymptotic AnalysisJoshi, N.
2000True solutions asymptotic to formal WKB solutions of the second Painleve equation with large parameterJoshi, N.