Symmetry of stochastic non-variational differential equations (vol 686, pg 1, 2017)

Gaeta G.

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Symmetry of stochastic non-variational differential equations (vol 686, pg 1, 2017)

机译：随机非变形微分方程的对称性（Vol 686，PG 1,2017）

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来源
《Physics Reports: A Review Section of Physics Letters (Section C) 》 |2017年第2017期| 共1页
作者
Gaeta G.;
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Univ Milan Dipartimento Matemat Via Saldini 50 I-20133 Milan Italy;

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正文语种 eng
中图分类物理学 ;
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1. Symmetry of stochastic non-variational differential equations (vol 686, pg 1, 2017) [J] . Gaeta G. Physics Reports: A Review Section of Physics Letters (Section C) . 2017 ,第期

机译：随机非变形微分方程的对称性（Vol 686，PG 1,2017）
2. Random Lie-point symmetries of stochastic differential equations (vol 58, 053503, 2017) [J] . Gaeta Giuseppe, Spadaro Francesco Journal of Mathematical Physics . 2017 ,第12期

机译：随机差分方程的随机李点对称（Vol 58,053503,2017）
3. W-symmetries of backward stochastic differential equations, preservation of simple symmetries and Kozlov's theory [J] . Zhang Na, Jia Guangyan Communications in Nonlinear Science and Numerical Simulation . 2021 ,第Feba期

机译：向后随机微分方程的W-对称，保存简单的对称和Kozlov的理论
4. STOCHASTIC DIFFERENTIAL EQUATION MODELING BASED ON COMPONENT IMPORTANCE LEVELS AND OPTIMAL VERSION-UPGRADE PROBLEM FOR OSS [C] . Tomoaki TANAKA, Yoshinobu TAMURA, Shigeru YAMADA Reliability and quality in design . 2009

机译：基于分量重要度和最优版本升级问题的随机微分方程建模
5. Malliavin calculus for backward stochastic differential equations and stochastic differential equations driven by fractional Brownian motion and numerical schemes. [D] . Song, Xiaoming. 2011

机译：Malliavin演算，用于分数布朗运动和数值格式驱动的后向随机微分方程和随机微分方程。
6. Incorporating prior knowledge induced from stochastic differential equations in the classification of stochastic observations [O] . Amin Zollanvari, Edward R. Dougherty 2016

机译：将随机微分方程式衍生的先验知识纳入随机观测的分类中
7. Symmetry of stochastic non-variational differential equations [O] . Gaeta, Giuseppe 2017

机译：随机非变分微分方程的对称性
8. Function-Space Differential Equations Associated with a Stochastic Partial Differential Equation. [R] . Chow, P. L. 1974

机译：与随机偏微分方程相关的函数空间微分方程。

Symmetry of stochastic non-variational differential equations (vol 686, pg 1, 2017)

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