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Applicable Analysis
An International Journal
Volume 95, 2016 - Issue 2
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Articles

Application of uniform asymptotics to the connection formulas of the fifth Painlevé equation

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Pages 390-404 | Received 13 Nov 2014, Accepted 02 Jan 2015, Published online: 27 Jan 2015

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Wen-Gao Long, Zhao-Yun Zeng & Jian-Rong Zhou. (2017) A note on the connection problem of some special Painlevé V functions. Complex Variables and Elliptic Equations 62:5, pages 726-737.
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Articles from other publishers (7)

Wen-Gao Long, Yu-Tian Li & Qing-hai Wang. (2023) Connection Problem of the First Painlevé Transcendent Between Poles and Negative Infinity. SIAM Journal on Mathematical Analysis 55:6, pages 6676-6706.
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Wen-Gao Long & Zhao-Yun Zeng. (2022) On the Connection Problem for the Second Painlevé Equation with Large Initial Data. Constructive Approximation 55:3, pages 861-889.
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Fedor V. Andreev & Alexander V. Kitaev. (2020) Connection formulae for asymptotics of the fifth Painlevé transcendent on the imaginary axis: I. Studies in Applied Mathematics 145:3, pages 397-482.
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Zhao-Yun Zeng & Lin Hu. (2019) On the connection problem for nonlinear differential equation. Boundary Value Problems 2019:1.
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Nalini Joshi & Milena Radnović. (2018) Asymptotic behaviour of the fifth Painlevé transcendents in the space of initial values. Proceedings of the London Mathematical Society 116:6, pages 1329-1364.
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Iftikhar Ahmad, Sufyan Ahmad, Muhammad Awais, Siraj Ul Islam Ahmad & Muhammad Asif Zahoor Raja. (2018) Neuro-evolutionary computing paradigm for Painlevé equation-II in nonlinear optics. The European Physical Journal Plus 133:5.
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W.-G. Long, Y.-T. Li, S.-Y. Liu & Y.-Q. Zhao. (2017) Real Solutions of the First Painlevé Equation with Large Initial Data. Studies in Applied Mathematics 139:4, pages 505-532.
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