Yurii Savchuk und Konrad Schmüdgen - Info zur Person

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Alumni

www.imprs-mis.mpg.de

Yurii Savchuk. Topic: Unbounded induced *-representations; Advisor: Konrad Schmüdgen; Year of graduation: 2008; Jan Schlemmer. Topic: Local thermal equilibrium on cosmological spacetimes; Advisor: Rainer Verch; Year of graduation: 2010; See: PDF file; Andre Schlichting. Topic: The Eyring-Kramers formula for Poincaré and logoarithmic Sobolev ...

[ ] On $q$-normal operators and quantum complex plane

arxiv.org

Authors:Jaka Cimpric, Yurii Savchuk, Konrad Schmüdgen. (Submitted on 15 Jan (v1), last revised 20 Jan (this version, v2)). Abstract: For q>0 let \cA ...

[ ] Positivstellensätze for Algebras of Matrices

arxiv.org

Authors: Yurii Savchuk, Konrad Schmüdgen. (Submitted on 9 Apr (v1), last revised 6 Aug (this version, v2)). Abstract: The paper is concerned with ...

[ ] A noncommutative version of the Fejér-Riesz theorem

arxiv.org

Authors: Yurii Savchuk, Konrad Schmüdgen. (Submitted on 26 Aug (v1), last revised 6 Jul (this version, v2)). Abstract: Let $\cX$ be the unital ...

Math preprints

www.math.uni-leipzig.de

Some preprints before 2011; Another document repository with theses, diploma theses etc. Log in and add your papers: Login ... Yurii Savchuk, Konrad Schmüdgen:

Alle Infos zum Namen "Yurii Savchuk"

ra.rings and algebras - Hilbert's 17th Problem for smooth functions -...

mathoverflow.net

Yurii Savchuk and Konrad Schmüdgen, Positivstellensätze for algebras of matrices, Linear Algebra Appl (2012), no. 3,

AMS :: Transactions of the American Mathematical Society

www.ams.org

Authors: Jaka Cimprič, Yurii Savchuk and Konrad Schmüdgen Journal: Trans. Amer. Math. Soc (2014), MSC (2010): Primary 14P99, 47L60; ...

CiteSeerX — UNBOUNDED INDUCED REPRESENTATIONS OF ∗-ALGEBRAS

citeseerx.ist.psu.edu

@MISC{SAVCHUK08unboundedinduced, author = {YURII SAVCHUK and KONRAD SCHMÜDGEN}, title = {UNBOUNDED INDUCED REPRESENTATIONS OF ...

au:Schmudgen_K in:math - SciRate Search

scirate.com

... obtain new results on completely monotone functions. On q -normal operators and quantum complex plane · Jaka Cimpric, Yurii Savchuk, Konrad Schmüdgen.

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