Sobolev space of vector/metric valued functions

Release time:2022-11-15Views:493

Title: Sobolev space of vector/metric valued functions


Speaker: Nikita EvseevHarbin Institute of Technology


Time: Thursday, November 24, 14:00-15:00


Location:  B201-2, Mingde Building


Abstract: We are concerned here with Sobolev-type space of functions valued in Banach space or in metric space. We review two ways of defining Sobolev maps valued in metric space: Reshetnyak’s approach vs deffinition via postcomposition with the Kuratowski embedding. In particular, we show that Sobolev map with values in dual-to-separable Banach space can be described in terms of classical weak derivatives in a weak* sense.


More information about Colloquium Talks can be found here.






Copyright (C)2017 Institute for Advanced Study in Mathematics of HIT All Rights Reserved.
Recruitment:
Contact Us:
Tel:86413107      Email:IASM@hit.edu.cn
Add:NO.92 West Da Zhi St. Harbin China
Technical support:Net & Information Center,HIT