On partial smoothness, tilt stability and the $${\mathcal {VU}}$$VU-decomposition

Paper Info

Title
On partial smoothness, tilt stability and the $${\mathcal {VU}}$$VU-decomposition

Abstract
AbstractUnder the assumption of prox-regularity and the presence of a tilt stable local minimum we are able to show that a $${\mathcal {VU}}$$VU like decomposition gives rise to the existence of a smooth manifold on which the function in question coincides locally with a smooth function.

Authors (3 rows)

Cited by (0 rows)

References (5 rows)

Name	Order	Citations	PageRank
Andrew C. Eberhard	1	11	1.89
Y. Luo	2	0	0.34
S. Liu	3	0	0.34