Fwd: AN ERGODIC THEOREM FOR QUANTUM DIAGONAL MEASURES

[aram harrow]

I just got this semi-spammy email. It's interesting to see the
commercial publishers' version of recommendations. :)


---------- Forwarded message ----------
From: Winny Pratiwi <wi...@wspc.com>
Date: Mon, Sep 3, 2012 at 9:04 PM
Subject: AN ERGODIC THEOREM FOR QUANTUM DIAGONAL MEASURES
To: ar...@cs.washington.edu


Dear Researcher,



We believe that you are active in the field of Infinite Dimensional
Analysis and Quantum Probability, and would like to share with you a
recent highly cited article published in the Infinite Dimensional
Analysis, Quantum Probability and Related Topics (IDAQP).



AN ERGODIC THEOREM FOR QUANTUM DIAGONAL MEASURES



Author: FRANCESCO FIDALEO

(II Università di Roma "Tor Vergata", Roma, Italy)

DOI: 10.1142/S0219025709003665

Volume 12, Issue 02, June 2009



Abstract: We prove the quantum version of an ergodic result of H.
Furstenberg relative to noninvariant measures. The natural setting
will be the case of the "quantum diagonal measure" relative to the
product measure. Even if in all the interesting situations such
diagonal measures are neither invariant nor normal with respect to the
corresponding product ones, we still provide an ergodic theorem for
them, generalizing the classical case. As a natural application, we
are able to prove the entangled ergodic theorem in some interesting
situations out of the known ones, that is when the unitary is not
almost periodic, or when the involved operators are not compact.





Registration* is needed to access the article above.



*From 3rd September 2012 to 30th November 2012, all registered users
will gain Free Access to the World Scientific Journal publications in
the last 10 years.



If you find the article to be useful, do recommend IDAQP to your
library. Doing so will allow you to access all the papers published in
the journal and keep you up to date with the latest discoveries
published in IDAQP.



You may also recommend IDAQP to your peers or subscribe to the
journal. Feel free to forward this email to your peers who may be
interested to read the above article.

Last but not least, do check out the Author and Title Index of the
journal to see who and what has been published in 2011.



Best regards,





Winny Pratiwi (Ms.)

Journal Web Marketing Executive

World Scientific Publishing Company

5 Toh Tuck Link, Singapore 596224

Tel: 65-6466-5775

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