Suggestions in Courses

See all course results

Suggestions in News

  • No suggestions found.

Suggestions in Events

See all events results
London Met Website

Minimax in the theory of operators on Hilbert spaces and Clarkson-McCarthy estimates for lq (Sp) spaces of operators in the Schatten ideals

Lists
Tools

Formisano, Teresa (2014) Minimax in the theory of operators on Hilbert spaces and Clarkson-McCarthy estimates for lq (Sp) spaces of operators in the Schatten ideals. Doctoral thesis, London Metropolitan University.

Abstract

The main results in this thesis are the minimax theorems for operators in Schatten ideals of compact operators acting on separable Hilbert spaces, generalized Clarkson-McCarthy inequalities for vector lq-spaces lq (Sp) of operators from Schatten ideals Sp, inequalities for partitioned operators and for Cartesian decomposition of operators. All Clarkson-McCarthy type inequalities are in fact some estimates on the norms of operators acting on the spaces lq (Sp) or from one such space into another.

Documents
1099:5781
[img]
Preview
FormisanoTeresa_MinimaxInTheTheoryOfOperatorsOnHilbertSpaces.pdf - Published Version

Download (658kB) | Preview
Details
Title:
Minimax in the theory of operators on Hilbert spaces and Clarkson-McCarthy estimates for lq (Sp) spaces of operators in the Schatten ideals
Creators:
Formisano, Teresa
Date:
June 2014
Subjects:
500 Natural Sciences and Mathematics > 510 Mathematics
Department:
School of Human Sciences
Uncontrolled Keywords:
Hilbert space; Linear operators; Matrix inequalities
Additional Information:
uk.bl.ethos.633010
Record
URI:
https://repository.londonmet.ac.uk/id/eprint/1099
Item Type:
Thesis
Qualification Level:
Doctoral
Depositing User:
Mary Burslem
Date Deposited:
16 Aug 2016 13:34
Revision:
11
Last Modified:
16 Aug 2016 13:34
Statistics

Downloads

Downloads per month over past year



Downloads each year

View Item View Item
CORE (COnnecting REpositories)