21. Operator Theory -- From MathWorld Eric's other sites. Calculus and Analysis , operator theory v. operator theory, References.Conway, J. H. A Course in operator theory. Providence, RI Amer. Math. http://mathworld.wolfram.com/OperatorTheory.html

Calculus and Analysis Operator Theory Operator Theory A broad area of mathematics connected with functional analysis differential equations index theory representation theory , and mathematical physics. C-Star-Algebra Functional Analysis Index Theory Operator References Conway, J. H. A Course in Operator Theory. Providence, RI: Amer. Math. Soc., 2000. Gohberg, I.; Lancaster, P.; and Shivakuar, P. N. (Eds.). Recent Developments in Operator Theory and Its Applications. Hutson, V. and Pym, J. S. Applications of Functional Analysis and Operator Theory. New York: Academic Press, 1980. Author: Eric W. Weisstein Wolfram Research, Inc.

22. Great Plains Operator Theory Symposium At Iowa State-May 26-30, 1999 Great Plains operator theory Symposium at Iowa StateMay 26 - 30,1999. 1. Introduction. The Great Plains operator theory Symposium http://www.ima.umn.edu/PI/gpots.html

Search Contact Information Program Registration Postdoc/Membership Application Program Feedback ... Program Solicitation Great Plains Operator Theory Symposium at Iowa State-May 26 - 30, 1999 1. Introduction Participants include not only U.S. and Canadian mathematicians, but also some from Europe, Japan and Australia. The conference is not focused on a single theme, but encompasses a wide spectrum of operator theory and operator algebras, including applications. Thus, we have invited plenary speakers working in Von Neumann algebras, classification of C -algebras, nonsefladjoint algebras (including groupoid theory, inductive limit algebras), applications to statistics and electrical engineering. GPOTS is an opportunity for graduate students who are nearing completion and for young postdocs to talk about their work, and to meet with and interact with more established researchers. 2. List of principal Principal Speakers

23. COUNTEREXAMPLES IN OPERATOR THEORY COUNTEREXAMPLES IN operator theory. PROBLEMS, SOLUTIONS.OT1. An operator of index zero which isn't invertible. http://www1.um.ac.ir/~moslehian/cfa/OT.HTM

COUNTEREXAMPLES IN OPERATOR THEORY PROBLEMS SOLUTIONS An operator of index zero which isn't invertible. OT1.dvi OT1.htm OT1.ps OT1.pdf A compact operator with no eigenvalues. OT2.dvi OT2.htm OT2.ps OT2.pdf A week-operator closed subalgebra B of bounded operators on a Hilbert space H such that B B", where B" denotes the doubel commutant of B. OT3.dvi OT3.htm OT3.ps OT3.pdf e C OT4.dvi OT4.htm OT4.ps OT4.pdf An unbounded symmetric operator on an inner product space. OT5.dvi OT5.htm OT5.ps OT5.pdf Two selfadjoint operators T and S on a Hilbert space such that sp(ST) is not a subset of R OT6.dvi OT6.htm OT6.ps OT6.pdf Two Hermetian operators T and S on a Hilbert space such that S and -S T S. OT7.dvi OT7.htm OT7.ps OT7.pdf A selfadjoint operator T on a Hilbert space such that T is neither positive nor negative. OT8.dvi OT8.htm OT8.ps OT8.pdf A bounded operator on a Hilbert space which has no square root. OT9.dvi OT9.htm OT9.ps OT9.pdf A bounded increasing sequence of self-adjoint operators on a Hilbert space which is not uniformly convergent. OT10.dvi

24. Seminar On Analysis And Operator Theory Department of Mathematical Analysis. Seminar on Analysis and OperatorTheory. Forthcoming Lectures. C. Mehl (TU Berlijn) Jacobilike http://www.cs.vu.nl/vakgroepen/analyse/announcements.html

Department of Mathematical Analysis Seminar on Analysis and Operator Theory Forthcoming Lectures T. Erhardt (TU Chemnits, tijdelijk EUR) Factorization theory for Toeplitz plus Hankel operators Friday, March 28, 2003, 9.15 AM , room R 2.24 Abstract M.A. Petersen (Potchefstroom University) Control of Interest Rate Models Friday, April 4, 2003, 9.15 AM , room R 2.24 Abstract Past meetings (September 2002 - August 2003) A. Markus (Ben Gurion Univ. of the Negev, tijdelijk VU) A new sufficient condition for selfadjoint quadratic matrix polynomials to have stable real spectrum Friday, September 20, 2002, 9.15 AM , room P 0.28 O. van Gaans (TUD) On one-complemented subspaces of some finite dimensional Banach spaces with smooth Riesz norms Friday, September 27, 2002, 9.15 AM , room P 0.28 A. Beliaev (VU) Solvability of the porous medium equation with hysteresis Friday, October 4, 2002, 9.15 AM , room P 0.28 L. Lerer (Technion, Haifa) Generalized Bezoutians, matrix quadratic equations and factorizations of related matrix functions Friday, October 18, 2002

25. Seminar On Analysis And Operator Theory Department of Mathematical Analysis. Seminar on Analysis and operator theory September2000 June 2001. Four Lectures on operator theory 10.30-11.15 T.Ya. http://www.cs.vu.nl/vakgroepen/analyse/announcements00.html

Department of Mathematical Analysis Seminar on Analysis and Operator Theory September 2000 - June 2001 I. Feldman Description of possible partial indices for matrix functions close to degenerate one We have shown: If A(t) is a continuous n by n matrix function on the unit circle and detA(b)= at some point b,then in any neighborhood of A(t) there exists a matrix function with prescribed partial indices. Thursday, September 21, 2000, 9.15 AM , room R 2.40 A.N. Vardy (VU) Failure detection and isolation for a joint of a robot arm based on the Kalman filter Thursday, September 28, 2000, 9.15 AM , room R 2.40 A. Frazho (Purdue University, temporarily Vrije Universiteit Amsterdam) Minimal unitary dilations, lifting and the band method, I. Thursday, October 5, 2000, 9.15 AM , room R 2.40 Presentation of the honorary doctorate to Ciprian Foias On October 20 the Vrije Universiteit at Amsterdam will present an honorary doctorate to Ciprian Foias , in recognition of his "exceptional academic contributions to mathematics, which had notable impact on the relation between mathematics and other academic fields." To celebrate this event an Analysis Conference is organized on October 18 and 19. The conference program will cover various aspects of Foias' mathematical interests, including infinite dimensional dynamical systems, non-linear partial differential equations and operator theory.

26. History Of The Canadian Operator Theory And Operator Algebras The following is the list of Locations, Organizers, and Principal Speakers for theCanadian operator theory and Operator Algebras Symposium since its inception http://www.math.ualberta.ca/~lmarcoux/SPOTS/history.html

Remark: This page uses `` tables '' , and as such, requires that your Web Browser understands tables. If your Browser cannot read tables, it will probably just give you a very long list of names and dates. An overview: The following is the list of Locations, Organizers, and Principal Speakers for the Canadian Operator Theory and Operator Algebras Symposium since its inception in 1972. Any omissions and/or errors are unintentional. Please forward any additions and/or corrections to me: L.Marcoux@ualberta.ca Year Location Organizer(s) Main Speaker(s) Toronto Halperin Araki U.B.C. Bures Fillmore Queen's Woods Dalhousie Fillmore Winnipeg Williams Guelph Holbrook Choi Toronto Rosenthal Kadison Victoria Miers Waterloo Davidson Halmos U.B.C. Bures Handelman Ottawa Handelman Krieger Dalhousie Fillmore, Phillips, Radjavi Effros Saskatchewan Taylor Arveson Victoria Miers Douglas Queen's Woods Western Ontario Milnes Haagerup Toronto Choi Sarason Dalhousie Putnam, Radjavi Paulsen CRM Davidson Bercovici, Vershik

27. Operator Theory And Evolutionary Systems 2.1. Functional Analysis, operator theory, and Applications. Methods from operatortheory play an important role in the mathematical analysis of such problems. http://www.stieltjes.org/research/proj21.html

Thomas Stieltjes Institute for Mathematics 2.1. Functional Analysis, Operator Theory, and Applications Description of the programme: This programme focusses on operator theoretical methods to analyze problems arising from concrete classes of integral, differential and difference equations. Both linear and non-linear equations are studied, and the problems may have a finite dimensional or infinite dimensional character. Typical for this programme is a strong interaction with dynamical systems, partial differential equations, probability theory and complex function theory. Important themes are the asymptotic behaviour of deterministic and of non-deterministic systems, applications and further development of the state space method, nonselfadjoint problems and completeness, the analysis of nonexpansive maps. Status of the programme. Many equations arising in physical and biological models can be written as initial-value problems for ordinary differential equations in infinite-dimensional spaces. In analyzing such equations it is essential to have a thorough understanding of the corresponding linear (or possibly linearized) equation. Methods from operator theory play an important role in the mathematical analysis of such problems. On the international level there is an increasing interest in infinite dimensional dynamical systems (compare the work of Foias, Hale and Temam) which also requires a stronger interaction with operator theory. The research of the second programme leader, S.M. Verduyn Lunel, is supported by a NWO PIONIER grant for his project ``Analysis, dynamical systems and applications''.

28. 2.1. Operator Theory And Evolutionary Systems next up previous Next 2.2. Lie Theory and Up Analysis Previous Analysis 2.1.operator theory and Evolutionary Systems. Papers in journals and proceedings. http://www.stieltjes.org/archief/rep9899/node95.html

Next: 2.2. Lie Theory and Up: Analysis Previous: Analysis 2.1. Operator Theory and Evolutionary Systems Papers in journals and proceedings D.Z. A ROV, M.A. K AASHOEK, D.R. P IK, Optimal time-variant systems and factorization of operators, I: minimal and optimal systems, Integral Equations and Operator Theory H. B ART, L. K ROON, R.A. Z UIDWIJK, Quasicomplete factorization and the two machine flow shop problem. Linear Algebra Appl, H. B ART, R.A. Z UIDWIJK, Simultaneous reduction to triangular forms after extension with zeroes. Linear Algebra Appl, C.J.K. B ATTY, J.M.A.M. VAN N EERVEN, ABIGER, Local spectra and individual stability of uniformly bounded -semigroups, Trans. Amer. Math. Soc. 350 (1998) no. 5, 2071-2085. C.J.K. B ATTY, J.M.A.M. VAN N EERVEN, ABIGER, Tauberian theorems and stability of solutions of the Cauchy problem, Trans. Amer. Math. Soc. 350 (1998) no. 5, 2087-2103. I. B IRINDELLI, E. M ITIDIERI, G. S VIRS ( G. S WEERS), Existence of the principal eigenvalue for cooperative elliptic systems in a general domain. (in Russian) Differ. Uravn.

29. 2nd Workshop On Operator Theory In Krein Spaces And Applications 2nd Workshop on operator theory in Krein Spaces and Applications.December 6 – 7, 2002 Technische Universität Berlin, Institut http://www.math.tu-berlin.de/FB/Workshop/

30. The 23rd Annual Great Plains Operator Theory Symposium The 23rd Annual Great Plains operator theory Symposium University of Illinois,UrbanaChampaign, May 28 - June 1, 2003. conference program accomodation http://www.math.uiuc.edu/~ruan/gpots.html

The 23rd Annual Great Plains Operator Theory Symposium University of Illinois, Urbana-Champaign, May 28 - June 1, 2003 conference program accomodation The Organizers: Florin Boca, Marius Junge, and Zhong-Jin Ruan. Sponsors: This conference is financially supported by Department of Mathematics at UIUC, National Science Foundation, Institute for Mathematics and Its Applications (IMA), and Mathematical Sciences Research Institute (MSRI). Conference Program To be announced Accomodations Hampton Inn at U of I 1200 W University Ave. (in Urbana), North of the Mathematics Department, 10 minutes walk. Reservations: 217-337-1100, or 800-Hampton. We have reserved a block of 60 rooms for the symposium at the Hampton Inn. The blocked reservation has to be made directly through the Hampton Inn. Accommodations are also available in the dormitories on campus. Details to be announced. Transportation, Parking and Maps Planes: Willard Airport (CMI) in Champaign has service from Chicago and St. Louis (American Airlines), Detroit and Minneapolis (Northwest). Trains: Amtrak has daily service to Champaign from the north (Chicago) and from the south (New Orleans). From the station (the "Illinois Terminal"), catch almost any eastbound or southbound city

31. Great Plains Operator Theory Symposium, 23rd Annual Meeting The 23rd Annual Great Plains operator theory Symposium University ofIllinois, UrbanaChampaign. May 28 - June 1, 2003. Invited speakers. http://www.math.uiuc.edu/gpots/

The 23rd Annual Great Plains Operator Theory Symposium University of Illinois, Urbana-Champaign May 28 - June 1, 2003 Invited speakers At this moment the following main speakers have agreed or tentatively agreed to give 50-minute plenary talks: William Arveson University of California, Berkeley, USA Hari Bercovici Indiana University, USA Marius Dadarlat Purdue University, USA Kenneth Dykema Edward G. Effros University of California, Los Angeles, USA George Elliott University of Toronto, Canada Eberhard Kirchberg Humboldt University, Germany Paul Muhly University of Iowa, USA Gilles Pisier Mikael Rordam University of Southern Denmark, Odense, Demark Roger Smith Masamichi Takesaki University of California, Los Angeles, USA Guoliang Yu Vanderbilt University, USA Alfons van Daele Katholieke Universiteit Leuven, Belgium In addition to the main speakers, we plan to have a number of invited 30-minute talks. We also plan parallel sessions for a limited number of 20-minute contributed talks. Organizers Florin Boca fboca@math.uiuc.edu

32. LP: Operator Theories An operator theory is logically equivalent to a set of equations involving a singleoperator. Syntax. operatortheory = (ac commutative) operator http://nms.lcs.mit.edu/Larch/LP/logic/operator-theory.html

LP, the Larch Prover Operator theories An operator theory is logically equivalent to a set of equations involving a single operator . At present, LP supports two operator theories: the commutative theory, which is axiomatized by the commutative law x + y = y + x the associative-commutative ac ) theory, which is axiomatized by the commutative law together with the associative law x + (y + z) = (x + y) + z LP uses operator theories to circumvent problems with nonterminating rewriting systems. Because the commutative law cannot be oriented into a terminating rewrite rule, LP uses equational term-rewriting to match and unify terms modulo the ac and commutative operator theories. Syntax ac commutative operator Examples ac + commutative gcd Usage Users can assert or prove operator theories. LP hardwires the logical connectives , and as associative-commutative operators. It hardwires the equality operator =:S,S->Bool as a commutative operator when the sort S is not Bool The fact ac op normalizes the fact commutative op to true To display the operator theories in LP's logical system, type

33. Operator Theory Resources operator theory resources. Recommended References. see index for totalcategory for your convenience Best Retirement Spots Teacher http://futuresedge.org/mathematics/Operator_Theory.html

Operator Theory resources. Recommended References. [see index for total category] for your convenience: Best Retirement Spots Web Hosting ULTRAToolBox Resources on Diet and Nutrition Pain Relief Allergies Tech Refresh , and finally - a must check - Mediterranean diet Discovery. Operator Theory applications, theory, research, exams, history, handbooks and much more Introduction: Introduction to Operator Theory in Riesz Spaces by Adriaan C. Zaanen Introduction to Operator Algebras by Li Bing-Ren Introduction to Operator Theory (Pitman Research Notes in Mathematics Series) by T. Yoshino An Introduction to Operator Polynomials by Birkhauser Introduction to Operator Theory (Introduction to Operator Theory, Vol 1) by Arlen Brown Introduction to Operator Theory by T. Yoshino One Dimensional Linear Singular Integral Equations: Introduction (Operator Theory Advances and Applications, Vol 53) by Israel Gohberg An Introduction to the Theory of Operator Spaces by Gilles Pisier Introduction to the Theory of Banach Representations of Groups (Operator Theory Advances and Applications Vol 30) by Yurii I. Lyubich An Introduction to Operator Polynomials (Operator Theory: Advances and Applications, Vol 38)

34. Graduate Study In Matrix And Operator Theory Mathematics Department. Graduate Studies in Matrix and operator theory. OtherFaculty Members Interested in Matrix/operator theory. http://www.math.wm.edu/~klsmit/matrix.html

Mathematics Department Graduate Studies in Matrix and Operator Theory The Mathematics Department has a high concentration of active researchers in matrix and operator theory. Graduate students can pursue Ph.D. degree in these areas under the Applied Mathematics and Modelling Program in Applied Science Department . Interdisplinary research projects are also welcome. Potential students are encouraged to discuss these possibilities (by phone, e-mail, in person) with potential advisors listed below. Potential Advisors Charles R. Johnson crjohnso@math.wm.edu Research areas: Matrix Analysis, Combinatorics, Optimizations, Mathematical Economics. Chi-Kwong Li ckli@math.wm.edu Research areas: Matrix Analysis, Operator Theory, Combinatorics Click here for more details about graduate research projects. Roy Mathias mathias@math.wm.edu Research areas: Numerical Linear Algebra, Matrix Theory, Probability Click here for more details about graduate research projects. Leiba Rodman lxrodm@math.wm.edu Research areas: Operator Theory, Linear Algebra, Systems and Control Theory Ilya Spitkovsky ilya@math.wm.edu

35. Surveys In Analysis And Operator Theory Surveys in Analysis and operator theory. Volume 40 in the Proceedings of the Centrefor Mathematics and Its Applications Surveys in Analysis and operator theory. http://wwwmaths.anu.edu.au/research.reports/proceedings/040/

M ATHEMATICAL S CIENCES ... Centre for Mathematics and Its Applications Surveys in Analysis and Operator Theory Volume 40 in the Proceedings of the Centre for Mathematics and Its Applications Preface This volume contains survey articles based on lecture series given by the authors at the Australian National University between July 2001 and June 2002. All but one were given in the seminar series of the Special Program on Spectral and Scattering Theory which was held at ANU from July to December, 2001. The exception is the article by Ben Andrews, which is based on lectures given in the regular geometry/analysis seminar at ANU during the first half of 2002. All the articles have an expository character, generally including either new results or very recently published material. The Special Program on Spectral and Scattering Theory was an activity of the CMA, organised by Alan McIntosh and myself. The main activities of the Special Program were two National Research Symposia held during August and September, and a seminar series held on Tuesday and Thursday afternoons for the duration of the Program. A number of distinguished visitors in this field (about 16 in all) were invited to ANU for up to six weeks, to give either a series of lectures or symposium talks. The scope of the Program was interpreted broadly to include harmonic analysis, partial differential equations and operator theory as well as spectral and scattering theory. On behalf of the CMA, I wish to thank the authors of these surveys for their contribution to the Special Program and to this volume of the Proceedings of the CMA. I also thank the CMA's administrative staff, Annette Hughes and Kate McKay, for their help in the smooth running of the Special Program, and Terry Tao for co-organising the National Research Symposia.

36. About "Operator Theory" operator theory. Library Home Full Table of Contents Suggesta Link Library Help Visit this site http//www.math.niu.edu http://mathforum.org/library/view/7608.html

Operator Theory Library Home Full Table of Contents Suggest a Link Library Help Visit this site: http://www.math.niu.edu/~rusin/known-math/index/47-XX.html Author: Dave Rusin; The Mathematical Atlas Description: A short article designed to provide an introduction to operator theory, which studies transformations between the vector spaces studied in Functional Analysis, such as differential operators or self-adjoint operators. The analysis might study the spectrum of an individual operator or the semigroup structure of a collection of them. History; applications and related fields and subfields; textbooks, reference works, and tutorials; software and tables; other web sites with this focus. Levels: College Languages: English Resource Types: Articles Math Topics: Functional Analysis Suggestion Box Home The Math Library ... Search http://mathforum.org/ webmaster@mathforum.org

37. MITACS Project: Pseudo-differential Operator Theory In Seismic Imaging (POTSI) of Information Technoloy and Complex Systems. Pseudodifferentialoperator theory in Seismic Imaging (POTSI). PROJECT DESCRIPTION. http://www.pims.math.ca/mitacs/potsi/

MITACS Network of Centres of Excellence in Mathematics of Information Technoloy and Complex Systems Pseudo-differential Operator Theory in Seismic Imaging (POTSI) PROJECT DESCRIPTION Keywords: Seismic imaging, linear operator theory, partial- and pseudo- differential equations, oscillatory integrals. Current seismic imaging techniques are highly mathematical, using methods based on mathematical theories developed in the first half of the twentieth century. This project proposes developing new imaging techniques based on recent advances in the mathematical theory of pseudo-differential operators and related areas. These new ideas are very applicable to understanding the complex structure of subsurface geological features, including variable velocities of propagation for seismic waves, directional dependencies of velocity, and so on. However, there is much work to be done in transferring and developing the mathematics into suitable form for use in the petroleum industry. We have assembled a team of researchers that includes both geophysicists and mathematicians, with the relevant expertise necessary to marry the mathematical theory with the geophysical application. With this combination, we intend to expeditiously translate the rich, yet highly technical mathematical theory into useful industrial tools for seismic imaging. Pacific Institute for the Mathematical Sciences Last Modified: Monday, 27-Aug-2001 17:10:21 PDT

38. The 1998 Canadian Operator Theory And Operator Algebras Symposium The 1998 Canadian operator theory and Operator Algebras Symposium,U. Alberta, Edmonton, May 21May 25, 1998. The Canadian Operator http://www.pims.math.ca/activities/exthem98.3.html

The 1998 Canadian Operator Theory and Operator Algebras Symposium, U. Alberta, Edmonton, May 21-May 25, 1998 The Canadian Operator Theory and Operator Algebras Symposium attracts between 70 and 100 mathematicians from Canada, the United States, and overseas. Canada's strength in these areas has enabled us to host one of the two most important conferences in this area in North America (the other being the American counterpart - the Great Plains Operator Theory Symposium), and arguably one of the top three annual conferences in Operator Theory/Algebras in the world. The conference takes place over a period of five days, and traditionally has had a principal speaker who delivers three one-hour lectures on a given subject, as well as ten to twelve invited speakers of international calibre who each deliver one-hour lectures. The remaining lectures, which range in number from 25 to 40, consist of contributed talks. In previous years, principal speakers have included some of the top people in the field, including W. Arveson, M.D. Choi, R. Douglas, P. Fillmore, N. Nikolskii, V. Paulsen, and D. Voiculescu, to name but a few, as well as Fields medal winner Alain Connes. It is one of the aims of the Canadian Operator Theory and Operator Algebras Symposium to introduce graduate students and recent graduates in Operator Theory into this active mathematical community, helping to maintain Canada's position as one of the leaders in this field.

39. Atlas: 19th International Conference On Operator Theory - List Of Speakers 19th International Conference on operator theory June 27 July 2, 2002 Instituteof Mathematics of the Romanian Academy and the Faculty of Mathematics of the http://atlas-conferences.com/c/a/i/z/01.htm

Atlas home Conferences Abstracts Travel ... about Atlas 19th International Conference on Operator Theory June 27 - July 2, 2002 Institute of Mathematics of the Romanian Academy and the Faculty of Mathematics of the West University of Timisoara West University, Timisoara, Romania Conference Homepage View Abstracts This is an archive of abstracts accepted to this conference. For more listing and sorting options, see the dynamic list. Haydar Akca On Existence of Solutions of Semilinear Impulsive Functional Differential Equations with Nonlocal Conditions Arthur Amirshadyan Boundary interpolation problem in the classes of generalized Nevanlinna matrix - functions. Cristina Antonescu Approaches for the study of some classes generated by symmetric norming functions Aharon Atzmon Reducible representations of abelian groups Catalin Badea Hankel operators and similarity problems Mihaly Bakonyi Page's theorem for ordered groups Bola O. Balogun The Three Test Problems of Kaplansky for Hilbert C*-modules Daniel Beltita Several variable spectral theory and complex structures Adriana Berechet Ergodic behaviour of higher order derivatives of certain Perron-Frobenius operator Lawrence G. Brown

40. Atlas: 19th Annual Great Plains Operator Theory Symposium - List Of Speakers about Atlas 19th Annual Great Plains operator theory Symposium May2630, 1999 Iowa State University Ames, Iowa, USA. Conference http://atlas-conferences.com/c/a/c/w/01.htm

Atlas home Conferences Abstracts Travel ... about Atlas 19th Annual Great Plains Operator Theory Symposium May 26-30, 1999 Iowa State University Ames, Iowa, USA Conference Organizers Justin Peters, Yiu Tung Poon and Bruce Wagner Conference Homepage View Abstracts This is an archive of abstracts accepted to this conference. For more listing and sorting options, see the dynamic list. Sriwulan Adji Primitive Ideal Space of Toeplitz Algebras of Totally Ordered Groups Mohamed R. Alaimia Some Semicrossed Products and their Automorphisms Michael Anshelevich Free Stochastic Measures via Noncrossing Partitions Martin Argerami Orbits of Conditional Expectations William Arveson Curvature in Multivariable Operator Theory William Arveson Eigenvalue Lists of Noncommutative Probability Distributions Andriy Blazhievskiy Fourier and Hankel Operators in Summation of Functional Series. Ola Bratteli Homogeneity of the Pure State Space of the Cuntz Algebra Berndt Brenken Representations of Cuntz-Krieger Algebras and Endomorphisms of Sums of Type I Factors Nathanial Brown Dynamical Entropy via Approximation Man-Duen Choi Dilations and Numerical Ranges Towards a Model Theory for 2-Hyponormal Operators Marius Dadarlat K-theory and Quasidiagonality Alfons Van Daele The Development of Locally Compact Quantum Groups Valentin Deaconu C*-algebras Associated with Branched Coverings Allan Donsig Semisimplicity and Semi-crossed Products Ronald G. Douglas

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