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Properties of single layer potentials for a pseudo- differential equation related to a linear transformation of a rotationally invariant stable stochastic process

机译：伪微分方程的单层电位性能与旋转不变稳定随机过程的线性变换相关的伪微分方程

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Kh. V. Mamalyha; M. M. Osypchuk;
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1. Higher order Darboux transformations in two dimensions, linearizable auxiliary equations, and invariant potentials [J] . Schulze-Halberg A Journal of Mathematical Physics . 2011,第8期

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2. Local Asymptotic Mixed Normality property for discretely observed stochastic differential equations driven by stable Levy processes [J] . Clement Emmanuelle, Gloter Arnaud Stochastic Processes and Their Applications: An Official Journal of the Bernoulli Society for Mathematical Statistics and Probability . 2015,第6期

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3. EXPONENTIAL INTEGRABILITY PROPERTIES OF NUMERICAL APPROXIMATION PROCESSES FOR NONLINEAR STOCHASTIC DIFFERENTIAL EQUATIONS [J] . Hutzenthaler Martin, Jentzen Arnulf, Wang Xiaojie Mathematics of computation . 2018,第311期

机译：非线性随机微分方程数值近似过程的指数可积分
4. Stochastic differential equations driven by symmetric stable processes [C] . Richard F. Bass Seminaire de Probabilite . 2003

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5. Analysis and approximation of linear and nonlinear partial differential equations: Boundary layers, atmospheric equations, change of phase. [D] . Hong, Youngjoon. 2015

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6. Differential Invariants and Invariant Partial Differential Equations Under Continuous Transformation Groups in Normed Linear Spaces [O] . Aristotle D. Michal 1951

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7. The Stable Manifold Theorem for Semilinear Stochastic Evolution Equations and Stochastic Partial Differential Equations II: Existence of stable and unstable manifolds [O] . Mohammed, Salah-Eldin A., Zhang, Tusheng, Zhao, Huaizhong 2005

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Properties of single layer potentials for a pseudo- differential equation related to a linear transformation of a rotationally invariant stable stochastic process

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