Ëùù««ööòøøøøøððøý Óó Ìýôô Blockin Blockinð Óòøøòùóù× Ùò Blockinøøóò×

Abstract

Jonathan M. Borwein1, Xianfu Wang August 13, 1999 ABSTRACT. We prove a \typi al" subdi erentiability prin iple and apply it to a variety of omplete metri spa es of ontinuous fun tions on separable Bana h spa es; so as to obtain existen e of fun tions with maximal subdi erentials when ordered by in lusion. The relationship between ontinuous fun tions with maximal subdi erentials and nowhere monotone fun tions is dis ussed.

Cite this paper

@inproceedings{Borwein1999, title={{\"E}{\`u}{\`u}««{\"{o}{\"{o}{\`o}\o\o\o\o\oðð\o{\'y} {\'O}{\'o} {\`I}{\'y}{\^o}{\^o} Blockin Blockinð {\'O}{\`o}\o\o{\`o}{\`u}{\'o}{\`u}× {\`U}{\`o} Blockin\o\o{\'o}{\`o}×}, author={Jonathan M. Borwein and Xianfu Wang}, year={1999} }