Voskanyan, Regularity Theory for Mean-Field Game Systems, Spinger Briefs to appear.D.A. Gomes, E. Pimentel, V. Voskanyan. Regularity theory for mean-field game systems. SpringerBriefs in mathematics, 2016.D. Gomes, E. Pimentel, and V. Voskanyan, Regularity theory for mean-field game systems...
1:01:39 国际基础科学大会-Recent progress on self-expander of mean curvature flow and... 1:03:19 国际基础科学大会-Measurement induced criticality in monitored quantum systems 1:14:37 国际基础科学大会-Higher Condensation Theory-Liang Kong 1:13:28 国际基础科学大会-Stacking Group Structure of't ...
Long time average of first order mean field games and weak KAM theory We show that the long time average of solutions of first order mean field game systems in finite horizon is governed by an ergodic system of mean field gam... Cardaliaguet,P. - 《Dynamic Games & Applications》 被引量...
Kasai, K. and Tonegawa, Y., A general regularity theory for weak mean curvature flow. To appear in Calc. Var. PDE (2013)Kasai, K. and Tonegawa, Y., A general regularity theory for weak mean curvature flow, Calc. Var. PDE 50(1), 1-68 (2014)...
The question of whether a singularity can form in an initially regular flow, described by the 3D incompressible Navier–Stokes (NS) equations, is a fundamental problem in mathematical physics. The NS regularity problem is super-critical, i.e., there is a
Ecker, K., Regularity theory for mean curvature flow, Progress in Nonlinear Differential Equations and Their Applications, 57, Birkhuser Boston Inc., Boston, 2004.K. Ecker, Regularity Theory for Mean Curvature Flow, Birkh¨auser, 2004.
For decades, the bulk of cognitive and developmental studies have focused on interindividual differences in mean level of performance, regarding reaction time (RT) latency and error rates [2]. In that context, short-term variations in response within the same individual have mainly been considered ...