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RECENT ADVANCES IN THE THEORY OF HOMOGENIZATION FOR FULLY NONLINEAR FIRST- AND SECOND-ORDER PDE IN STATIONARY ERGODIC MEDIA (Viscosity Solution Theory of Differential Equations and its Developments)

机译：定常介质中完全非线性一阶和二阶PDE的同质化理论的最新进展（微分方程的粘性解理论及其发展）

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Souganidis Panagiotis E.;
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年度 2005
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5. On the stochastic homogenization for fully nonlinear uniformly parabolic equations in stationary ergodic spatio-temporal media. [D] . Lin, Jessica C. 2014

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6. FUNCTIONAL EQUATIONS IN THE THEORY OF DYNAMIC PROGRAMMING. II. NONLINEAR DIFFERENTIAL EQUATIONS [O] . Richard Bellman 1955

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7. Homogenization of fully nonlinear PDEs and backward SDEs(Viscosity Solution Theory of Differential Equations and its Developments) [O] . Ichihara Naoyuki 2006

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8. Developments in the Theory of Nonlinear First-Order Partial Differential Equations [R] . Crandall, M. G., Souganidis, P. E. 1983

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RECENT ADVANCES IN THE THEORY OF HOMOGENIZATION FOR FULLY NONLINEAR FIRST- AND SECOND-ORDER PDE IN STATIONARY ERGODIC MEDIA (Viscosity Solution Theory of Differential Equations and its Developments)

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