A new nonlinear representation of cell-average multiresolution decompositions and new thresholding adapted to the presence of discontinuities are presented
Since their definition in the 80th,subdivision schemes have evolved adapting to various appeals from approximation theory,data compression,geometric design
Subdivision schemes and their associated multiscale algorithms have led,over the past 20 years,to important breakthroughs in scientific computing including
Many problems arising from chemistry,physics and materials science involve rare but significant exit events and/or transition events between stable states.