Operator-valued extensions of matrix-norm inequalities G.J.O. Jameson 1. INTRODUCTION. Let A = (aj,k ) be a matrix (finite or infinite) of complex numbers. Let kAk denote the usual operator norm of A as an operator on `n - Operator norm - Document - PDFSEARCH.IO

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	Operator-valued extensions of matrix-norm inequalities G.J.O. Jameson 1. INTRODUCTION. Let A = (aj,k ) be a matrix (finite or infinite) of complex numbers. Let kAk denote the usual operator norm of A as an operator on `n Add to Reading List Document Date: 2005-05-05 11:14:01 Open Document File Size: 115,35 KB Share Result on Facebook City London / / Country United Kingdom / / / Facility Lancaster University / / IndustryTerm inner product / bounded linear operators / / Organization Lancaster University / Department of Mathematics and Statistics / Cambridge Univ. / / Person Van Nostrand Reinhold / NORM INEQUALITY / NORM INEQUALITIES / / Position author / Prime Minister / / Product Pentax K-x Digital Camera / / ProgrammingLanguage C* / / SocialTag Normed spaces Operator theory Matrix theory Inner product space Hilbert space Trace class Lp space Trace Algebra Mathematics

Operator-valued extensions of matrix-norm inequalities G.J.O. Jameson 1. INTRODUCTION. Let A = (aj,k ) be a matrix (finite or infinite) of complex numbers. Let kAk denote the usual operator norm of A as an operator on `nAdd to Reading List