Banach January 2013

banach@mathdept.okstate.edu

2 participants
28 discussions

announcement
by Gonzalez Ortiz, Manuel 22 Jan '13

22 Jan '13

ANNOUNCEMENT OF MEETING Operators on Banach spaces -an homage to Pietro Aiena C.I.E.M., Castro Urdiales (Cantabria, Spain), 10th–14th June 2013 Operator theory is the research field of Professor Pietro Aiena, to whom this meeting pays a well-deserved homage. INVITED SPEAKERS José Bonet (Universidad Politécnica de Valencia) Cristina Câmara (Universidade Técnica de Lisboa) Gustavo Corach (Instituto Argentino de Matemática) Robin Harte (Trinity College Dublin) Francisco L. Hernández (Universidad Complutense de Madrid) Teresa Malheiro (Universidade do Minho) Martin Mathieu (Queen's University Belfast) Alfonso Montes (Universidad de Sevilla) Vladimír Müller (Czech Academy of Sciences) Matthias Neufang (Université Lille 1) Florian Vasilescu (Université Lille 1) ORGANIZATION Jesús M. F. Castillo (Universidad de Extremadura) Manuel González Ortiz (Universidad de Cantabria) Mostafa Mbekhta (Université Lille 1) Camillo Trapani (Università degli studi di Palermo) Registration and additional information http://www.ciem.unican.es/encuentros/banach/2013/

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A Celebration of The Life of Ted Odell
by Dale Alspach 14 Jan '13

14 Jan '13

There will be "A Celebration of The Life of Ted Odell" on Saturday January 19th at 3:30pm on campus in the Main Tower (Room number MAI 212). Following the celebration, Ted's family have invited people to attend a buffet reception starting at 6pm at The Green Pastures. So that the family can get a rough idea of the number of people, if you think that you (and your guests) will attend the reception please email Linda Porras with the number (lind(a)math.utexas.edu). Thanks. Alan Reid Chairman Dept. of Mathematics UT Austin

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Research postdoctoral position in Analysis/Convex Geometry at Kent State
by Dale Alspach 11 Jan '13

11 Jan '13

Kent State University's Department of Mathematical Sciences invites applications for a postdoctoral position in Analysis/Convex Geometry.The appointment will begin August 18, 2013 and is for two academic years with a possible extension for a third year subject to availability of funding. All candidates are required to have a Ph.D. in Mathematics, or equivalent, or to expect to have received such degree by August 2013. The position is intended for new or recent Ph.D. students who have strong research potential.Responsibilities will include participating in joint research projects with the existing faculty. Kent State University is a spacious, residential campus serving more than 42,000 students.It is situated in a small university town within 30 miles of the major metropolitan area of Cleveland, Ohio.The Department of Mathematical Sciences is in the College of Arts and Sciences and offers courses and programs through the doctoral level in applied mathematics, pure mathematics and statistics.For further information about the department, please visit the web site http://www.math.kent.edu. To apply for this position, candidates must first visit the Kent State jobsite at https://jobs.kent.edu to complete an Application and an Academic Data Form. All other documents should be submitted electronically through mathjobs.org <http://mathjobs.org>. If electronic submission is not feasible, submission can be mailed to: Postdoc Search Committee Department of Mathematical Sciences Kent State University Kent, OH 44242-0001. The full application should consist of an AMS coversheet (available through the American Mathematical Society at http://www.ams.org/profession/employment-services/coversheet/coversheet), a cover letter, a curriculum vitae, a publication list, a research statement, and at least three letters of reference. Questions regarding this position may be sent to postdoc-search(a)math.kent.edu <mailto:postdoc-search@math.kent.edu>.Screening of applicants will begin immediately and will continue until the position is filled. Kent State University is an Equal Opportunity, Affirmative Action Employer.

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Ted Odell
by Dale Alspach 09 Jan '13

09 Jan '13

I just learned that Edward (Ted) Odell had a heart attack and died today. Dale Alspach

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Abstract of a paper by Vladimir G. Troitsky and Omid Zabeti
by alspach＠math.okstate.edu 07 Jan '13

07 Jan '13

This is an announcement for the paper "Fremlin tensor products of concavifications of Banach lattices" by Vladimir G. Troitsky and Omid Zabeti. Abstract: Suppose that $E$ is a uniformly complete vector lattice and $p_1, \ldots , p_n$ are positive reals. We prove that the diagonal of the Fremlin projective tensor product of $E_(p_1), \ldots ,E_(p_n)$ can be identified with $E_(p)$ where $p = p_1+\ldots+p_n$ and $E_(p)$ stands for the $p$-concavification of $E$. We also provide a variant of this result for Banach lattices. This extends the main result of [BBPTT]. Archive classification: math.FA Mathematics Subject Classification: Primary: 46B42. Secondary: 46M05, 46B40, 46B45 Remarks: 10 pages Submitted from: ozabeti(a)yahoo.ca The paper may be downloaded from the archive by web browser from URL http://front.math.ucdavis.edu/1301.0749 or http://arXiv.org/abs/1301.0749

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Abstract of a paper by Antonio Aviles, Antonio J. Guirao, Jose Rodriguez
by alspach＠math.okstate.edu 07 Jan '13

07 Jan '13

This is an announcement for the paper "On the Bishop-Phelps-Bollobas property for numerical radius in C(K)-spaces" by Antonio Aviles, Antonio J. Guirao, Jose Rodriguez. Abstract: We study the Bishop-Phelps-Bollobas property for numerical radius within the framework of C(K) spaces. We present several sufficient conditions on a compact space K ensuring that C(K) has the Bishop-Phelps-Bollobas property for numerical radius. In particular, we show that C(K) has such property whenever K is metrizable. Archive classification: math.FA Mathematics Subject Classification: 46B20, 47A12, 54E45 Submitted from: avileslo(a)um.es The paper may be downloaded from the archive by web browser from URL http://front.math.ucdavis.edu/1212.6761 or http://arXiv.org/abs/1212.6761

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Abstract of a paper by Ryan Causey
by alspach＠math.okstate.edu 07 Jan '13

07 Jan '13

This is an announcement for the paper "Estimation of the Szlenk index of Banach spaces via Schreier spaces" by Ryan Causey. Abstract: For each ordinal $\alpha<\omega_1$, we prove the existence of a space with a basis and Szlenk index $\omega^{\alpha+1}$ which is universal for the class of spaces with Szlenk index not exceeding $\omega^\alpha$. Our proof involves developing a characterization of which Banach spaces embed into spaces with an FDD with upper Schreier space estimates. Archive classification: math.FA Mathematics Subject Classification: 46B03, 46B28 Submitted from: rcausey(a)math.tamu.edu The paper may be downloaded from the archive by web browser from URL http://front.math.ucdavis.edu/1212.5576 or http://arXiv.org/abs/1212.5576

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Bob Phelps
by Dale Alspach 06 Jan '13

06 Jan '13

I just learned from Isaac Namioka that Bob Phelps died on January 4th. Dale Alspach

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Banach January 2013