Dynamical and Geometric Aspects of Hamilton-Jacobi and ...
Nam Q. Le
There exists a constant C > 0 and a continuous function SÁ W Tn ! R such that jSÁ.x/j Ä C and Á!0lim SÁ.x/ D 0; for each x 2 Tn; (6.19) and H.x;DwÁ/ Ä a.x/wÁ C SÁ.x/ in Tn: Moreover, we can actually show that SÁ converges to 0 uniformly on ...