41. Springer NY Collected Papers marcel riesz (18861969) was the younger of the famed pair of mathematicians andbrothers. Although Hungarian he spent most of his professional life in Sweden. http://www.springer-ny.com/staticpages/0387181156.htm

42. Analisi Combinatoria, Teoria Della Rappresentazione E Teoria Degli Invarianti. Translate this page Adriano ricordava spesso e volentieri due dei suoi maestri provenienti dallastessa grande scuola tedesca di analisti Karl Loewener e marcel riesz. http://space.tin.it/scuola/vdepetr/Text04.htm

Analisi combinatoria, teoria della rappresentazione, teoria degli invarianti: un "ménage à trois" Ottavio Mario D'Antona , Gian Carlo Rota This paper is a learned and pleasant conversation on the state of researeh in these three branches of mathematics. The authors talk about amusing anecdotes of Cambridge in the 1950's before turning to the character Alfred Young. Then there is a disquisition on the two types of exinsting mathematicians: the problem solvers and the theoricians. The former only find interest in the resolution of a problem, while the latter generate a theory which ends by making the original problem trivial. Hermann Grassmann and the external algebra are then mentioned. The article finishes with an interesting consideration on the fundamental question: when two mathematicians meet and check their reciprocal mathematical knowledge, what really matters to them is the understanding of the basic problem of the other. 1.1 Introduzione 1. Introduzione. 2. Aneddoti della Cambridge degli anni '50. 3. AlfredYoung.

43. Jewish Mathematicians riesz 15; marcel riesz; HerbertRobbins; Abraham Robinson; Jakob Rosanes; Johann Rosenhain; Klaus http://www.jinfo.org/Mathematics_Comp.html

JEWISH MATHEMATICIANS SHORT LIST Georg Cantor Paul Cohen Samuel Eilenberg Izrail Gelfand Alexander Grothendieck Jacques Hadamard Felix Hausdorff Ernst Hellinger Heinz Hopf Carl G. J. Jacobi Leopold Kronecker Solomon Lefschetz Tullio Levi-Civita Rudolph Lipschitz Hermann Minkowski John von Neumann Emmy Noether Emil Post Frederic (Frigyes) Riesz Abraham Robinson Issai Schur Laurent Schwartz Hermann Schwarz James Joseph Sylvester Alfred Tarski Otto Toeplitz Vito Volterra Norbert Wiener Edward Witten Oscar Zariski COMPREHENSIVE LIST Naum Akhiezer A. Adrian Albert Vladimir Arnold Siegfried Aronhold Giulio Ascoli Reinhold Baer Hyman Bass Paul Bernays Stefan Bergman Felix Bernstein Sergei Bernstein Lipman Bers Abram Besicovitch Max Black Spencer Bloch Salomon Bochner Harald Bohr Carl Borchardt Raoul Bott Richard Brauer Felix Browder William Browder Eugenio Calabi Georg Cantor Moritz Cantor Guido Castelnuovo Gregory Chaitin Herman Chernoff Paul Cohen Richard Courant Luigi Cremona George Dantzig Martin Davis Max Dehn Persi Diaconis Joseph Doob Vladimir Drinfeld Aryeh Dvoretsky Eugene (Evgenii) Dynkin Leon Ehrenpreis Samuel Eilenberg Albert Einstein Gotthold Eisenstein Federigo Enriques Gino Fano Herbert Federer Charles Fefferman Georg Feigl Walter Feit Michael Fekete William Feller Adolph Fraenkel Philipp Frank Michael Freedman Hans Freudenthal Avner Friedman Guido Fubini Lazarus Fuchs Hillel Furstenberg David Gale Boris Galerkin Izrail Gelfand Alexandr Gelfond Israel Gohberg Paul Gordan Daniel Gorenstein Mikhael Gromov Marcel Grossmann Alexander Grothendieck Jacques Hadamard Hans Hahn

44. Compute for riesz Projection. The classical marcel riesz inequality was announcedin 1924 in Comptes Rendus de L’Academie des Sciences. http://www.math.missouri.edu/~news/issue4/compute.html

Verbitsky and Hollenbeck Compute Best Constants for Riesz Projection p -space into itself for p greater than one. Attempts to understand this result eventually led to the creation of interpolation theory of function spaces. Riesz remarked in his paper that it would be of interest to see how the best constant C(p) in his inequality depends on p. Challenging problems of this type are known to be very difficult, usually requiring new ideas and the sharpest available tools, along with good luck. In 1968, Israel Gohberg and Nahum Krupnik gave an exact calculation for C(p) for p a power of 2 and showed that a better estimate cannot hold. They also found a lower estimate for the best constant B(p) for the analytic projection P, another important operator, which maps L p onto the Hardy space H p of functions whose Fourier coefficients with negative indices are zeros. Gohberg and Krupnik also conjectured the value of B(p). Note that the analytic projection, together with its twin brother co-analytic projection, is used in hundreds of papers on harmonic analysis, operator theory, control theory, etc. As a consequence, one gets sharp criteria for the solvability of systems of Wiener-Hopf equations, which are widely used in astronomy, physics and prediction theory. In 1972, Stylianos Pichorides, in his dissertation at the University of Chicago, proved the C(p) conjecture and also found best constants in other related inequalities. Pichorides received the Salem Prize for this work.

45. Bd30.html Ridderstolpe, Carl Johan, 171885, 184 Ridderstolpe, Fredrik W, 1730-1816, 186* Rieck-Müller,S Maria P, 1863-1955, 187 riesz, marcel, 1886-1969, 189 Rietz, A http://home.swipnet.se/sbl/bd30.html

BAND 30 RETZIUS - RYD (utkom 1998-2000) NYTT! Retzius, Anders A, 1796-1860, 6 Retzius, Anders Jahan, 1742-1821, 1 Retzius, Anna W (Hierta-), 1841-1924, 11 Retzius, M Gustaf, 1842-1919, 16 Reusner, Christoph, 1639-98, 24 Reuter, Gustaf, d 1783, 25 Reuterdahl, Henrik, 1795-1870, 26 Reuterholm, Axel G, 1714-63, 42* Reuterholm, Axel Christian, 1753-1811, 40* Reuterholm, E Christian, 1710-73, 37 Reuterholm, Gustaf Adolf, 1756-1813, 43 Reuterholm, Gustaf G, 1721-1803, 41 Reuterholm, Nils E, 1676-1756, 33 Rhedin, Ivar D, 1881-1953, 74 Rhenman, Eric A K, 1932-93, 78 Rhezelius, Jonas H, d 1666, 82 Rhodin, Carl M A, 1871-1952, 88 Rhodin, Hans D G, 1854-1932, 85 Rhodin, O Trollheimen (Trolle), 1917-97, 89* Rhudin, S Fridolf E, 1895-1935, 90 Rhutanus, Petrus L, d tidigast 1614, 779* Rhyzelius, Andreas O, 1677-1761, 92 Ribbing, Adolph L, 1765-1843, 130 Ribbing, Arvid F, 1908-81, 107* Ribbing, B Axel E, 1859-1935, 106* Ribbing, Bengt, 1686-1741, 109* Ribbing, Boo, 1560-1640, 102* Ribbing, Boo Gustaf, 1785-1850, 109* Ribbing, Carl, 1718-73, 109* Ribbing, Carl C, 1826-99, 107*

46. [Musica-l] Interju Marcel Peres-vel Musical Interju marcel Peres-vel. Ferenc riesz musica-l@calypso.tbsz.sulinet.huMon, 10 Sep 2001 085955 +0200 Previous message http://calypso.tbsz.sulinet.hu/pipermail/musica-l/2001-September/001849.html

[Musica-l] Interju Marcel Peres-vel Ferenc Riesz musica-l@calypso.tbsz.sulinet.hu Mon, 10 Sep 2001 08:59:55 +0200 Previous message: [Musica-l] drone Next message: [Musica-l] Syrius Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] Nezzetek be ide, nagyon erdekes: http://www.princeton.edu/~mlislib/peres.html Feri Previous message: [Musica-l] drone Next message: [Musica-l] Syrius Messages sorted by: [ date ] [ thread ] [ subject ] [ author ]

47. AAS Database - Browse - List 2, Riesel, Hans. 1, Riesenfeld, Richard F. 2, Riess, Ilan. 1, Riess, R. Dean (RonaldDean), 1940. 1, riesz, F. 2, riesz, Frigyes. 2, riesz, marcel. 1, Riethmuller,ML. http://valeph.tau.ac.il/ALEPH/ENG/ATA/AAS/AAS/SCAN-F/2037736

AAS database - Browse - AUTHOR list - ALL DOCUMENTS The numbers in the list below indicate the number of documents listed under a term. To display the documents, click on an eye . To move up or down the list, click on the arrow. Rienzo, M. Di. Ries, Alison C. Ries, Heinrich Riesbeck, Christopher K. Riesel, Hans Riesenfeld, Richard F. Riess, Ilan Riess, R. Dean (Ronald Dean), 1940- Riesz, F. Riesz, Frigyes Riesz, Marcel Riethmuller, M. L.

48. 1880_1889 Index Kaluza (18851955) Weyl (1886-1965) Watson (1886-1975) Taylor, Geoffrey (1886-1939)Leshniewski (1886-1971) Lévy, Paul (1886-1969) riesz, marcel (1886-1982 http://www.math.hcmuns.edu.vn/~algebra/history/history/Indexes/1880_1889.html

49. Ptmat.lmc.fc.ul.pt/~portmath/V/Volume24 GOMES, RUY LUIS and CARDOSO, FERNANDO Une nouvelle demonstration d'une generalisationdu theoreme de representation de riesz. GUILLAUME, marcel et COSTA http://ptmat.lmc.fc.ul.pt/~portmath/V/Volume24

50. Archival Material Related To J. L. W. V. Jensen Jensen is mentioned in the correspondence between marcel riesz and GHHardy in the marcel riesz papers at the Lund University Library. http://www.math.ku.dk/ths/jensen_j_l_w_v/archival.htm

Archival material related to J. L. W. V. Jensen There is 39 letters from Jensen to Mittag-Leffler at the Institut Mittag-Leffler in Stockholm. There is one letter from Jensen to Steffensen in the J. F. Steffensen papers at the Archive , Institute for Mathematical Science, University of Copenhagen. Jensen is mentioned in the correspondence between Marcel Riesz and G. H. Hardy in the Marcel Riesz papers at the Lund University Library Several articles from the 1920s discussing Jensen's mathematical work mention Jensen's Nachlass, but it is not known if it still exist and where it is located. As a student Georg Rasch (1901-1980), later to become a significant Danish statistician, examined Jensen's papers especially to look for a proof of the Riemann conjecture. He did not find such proof, but his work resulted in some articles on the gamma function (see Lina Olsson: Georg Rasch og målingsmodellerne , Thesis in statistics, Department of Theoretical Statistics, University of Copenhagen 1999, pp. 13-14). Last updated: 2000.07.10, 1999.07.27

51. Børge Jessen Papers, First Part Translate this page (and folder title), Number, Period, Number, Period, riesz, marcel, 11, 1935-51-?2, 1947-51, Swedish, Danish. Rosenthal, Arthur, 4, 1930-48, 1, 1948, German,English. http://www.math.ku.dk/arkivet/jessen/bjpap1.htm

Børge Jessen papers , first part A survey of the first part A survey of the content of the individual boxes in the first part A survey of the first part First part: Subject Boxes Personal matters Family correspondence Scientific correspondence Go to Second part Go to Third part A survey of the content of the individual boxes in the first part PERSONAL MATTERS Box 1 Folder: Family songs [1919-55] Folder: French Folder: Gregersen's School [1925-42] Folder: St. Jørgen's Gymnasium [1923-25] Folder: Parentesen, Centrum [1926-28] Folder: June 1929 [congratulations to Jessen's engagement] Folder: Kruse's School [1938-53] FAMILY CORRESPONDENCE Box 2 Folder: Alberg, Marie Eilenberg [1938-53] Folder: Borch, Thora [1938-59] Folder: [Jensen,] Rikke [1942-75] Folder: Jessen, Bjørn [1924-43] Folder: Jessen, Christine 1911-29 Folder: Jessen, Christine 1940-33 Folder: Jessen, Christine 1934-42 Folder: Jessen, Christine 1943-[1959] Box 3 Folder: Jessen, Else, Ruth og Povl [1943-52] Folder: Jessen, Gert [1915-71] Folder: Jessen, Inger 1915-40

52. Www.math.niu.edu/~rusin/known-math/98/musings J. (18581925~) Devries, Jan (*fl 1941*?) Martin, Robert S. last paper 1941 (*fl1919*?) Gateaux, R. (1880-1956) riesz or is it riesz, marcel (1886-1969 http://www.math.niu.edu/~rusin/known-math/98/musings

Newsgroups: sci.math Subject: Re: More mathematical biography Date: Wed, 04 Mar 1998 02:23:56 -0600 In article

53. Citation Sem. Rep. 6 (2) (1964) 6987. 6 6 SE Trione, On marcel riesz's ultrahyperbolickernel, Trabajos de Matematica, 1987, p. 116, preprint. INDEX TERMS. http://portal.acm.org/citation.cfm?id=604705&coll=portal&dl=ACM&CFID=11111111&CF

54. SCIENTIFIC REFERENCES 1953). riesz 1958 riesz, marcel, Clifford numbers and spinors chapters14 , lecture series 38, Univ. of Maryland (1958). Roos http://graham.main.nc.us/~bhammel/FCCR/refs.html

for Physics Pages Mathematics Pages and Music Pages [Abbot 1981] Abbot, L. F.; Wise, M. B., "Dimension of a quantum-mechanical path" Amer. J. of Phys. [Abraham 1967] Abraham, Ralph; Marsden, Jerrold E., Foundations of Mechanics, W. A. Benjamin (1967). [Abramowitz 1965] Abramowitz, M. and Stegun, I. A. (Eds.), Handbook of Mathematical Functions Dover (1965). [Ahmavaara 1965a] Ahmavaara, Yrjo, "The Structure of Space and the Formalism of Relativistic Quantum Field Theory I.", Jour. Math. Phys. [Ahmavaara 1965b] Ahmavaara, Yrjo, "The Structure of Space and the Formalism of Relativistic Quantum Field Theory II.", Jour. Math. Phys. [Anderson 1967] Anderson, James L., Principles of Relativity, Academic Press (1967). [Aristotle 1941] Aristotle, "Physica", in The basic Works of Aristotle , Richard McKeon, Random House (1941). [Bacry 1973] "Projective Geometry and Dynamical Groups", Preprint Universite d'Aix-Marseille (1973). [Bacry 1975] Bacry, H., "Orbits of the Rotation Group on Spin States", Jorn. Math. Phys.

55. Collected Works In Mathematics And Statistics Frigyes riesz, marcel riesz, Abraham Robinson, Julia Robinson, GianCarlo Rota, BertrandRussell. riesz, marcel, 1886-1969, Collected papers, 1, QA 300 R494 1988, Killam. http://www.mathstat.dal.ca/~dilcher/collwks.html

Collected Works in Mathematics and Statistics This is a list of Mathematics and Statistics collected works that can be found at Dalhousie University and at other Halifax universities. The vast majority of these works are located in the Killam Library on the Dalhousie campus. A guide to other locations is given at the end of this list. If a title is owned by both Dalhousie and another university, only the Dalhousie site is listed. For all locations, and for full bibliographic details, see the NOVANET library catalogue This list was compiled, and the collection is being enlarged, with the invaluable help of the Bibliography of Collected Works maintained by the Cornell University Mathematics Library. The thumbnail sketches of mathematicians were taken from the MacTutor History of Mathematics Archive at the University of St. Andrews. For correction, comments, or questions, write to Karl Dilcher ( dilcher@mscs.dal.ca You can scroll through this list, or jump to the beginning of the letter: A B C D ... X-Y-Z A [On to B] [Back to Top] N.H. Abel

56. Livretdescours-99-00/finis Translate this page D'après marcel riesz (1927), pour toute fonction f continue et périodique la sériede Fourier de f converge vers f en norme L p. Soit P un polygone convexe http://www.unil.ch/ima/docs/Cours2000-2001/DEA0001.html

( D E A ) Page d'accueil IMA Debut page Liste des cours le candidat suive quatre cours semestriels . Pour d'autres renseignements, prendre contact avec les professeurs des cours ou avec un des membres de la commission DEA, actuellement les professeurs Henri Joris (Henri.Joris@ima.unil.ch , Charles Stuart (stuart@dma.epfl.ch et Pierre De La Harpe (Pierre.DeLaHarpe@math.unige.ch). Page d'accueil IMA Debut page Liste des cours Liste des cours Semestre d'hiver 2000/2001 Oscar Burlet (UNIL) Kathryn Hess (EPFL) Homologie de Hochschild et homologie cyclique Daniel Coray et Constantin Manoil (UNIGE) Surfaces elliptiques Antoine Derighetti (UNIL) p-convoluteurs Keith Knight (University of Toronto et EPFL) Cours de statistique Page d'accueil IMA Debut page Liste des cours Homologie de Hochschild et homologie cyclique Kathryn Hess Bellwald Horaire Semestre d'hiver, lundi 9 (cours), 11 (exercices); EPFL, salle MA31; Page d'accueil IMA Debut page Liste des cours modules d'endo-permutation et modules endo-triviaux. Horaire Semestre d'hiver, mardi 9

57. Aliprantis Between Functional Analysis, Harmonic Analysis, and Probability (marcel Dekker,New 1531. A representation theorem for riesz spaces and its applications to http://www.mgmt.purdue.edu/departments/economics/People/Faculty/fac_publications

Roko Aliprantis (California Institute of Technology, 1973) Areas of Interest: Economic Theory, Game Theory, Mathematical Economics, Functional Analysis, Operator Theory Editor-in Chief Economic Theory Co-Editor : Lecture Notes in Economics and Mathematical Systems, Springer-Verlag Associate Editor Positivity Associate Editor Panamerican Mathematical Journal Member of Advisory Board Decisions in Economics and Finance Publications (as of 10/2002): A. BOOKS An Invitation to Operator Theory (with Y. A. Abramovich), Graduate Texts in Mathematics, Volume 50, American Mathematical Society, Providence, RI, 2002. Problems in Operator Theory (with Y. A. Abramovich), Graduate Texts in Mathematics, American Mathematical Society, Volume 51, Providence, RI, 2002. Games and Decision Making (with S. K. Chakrabarti), Oxford University Press, New York and London 1999. Problems in Equilibrium Theory , Springer-Verlag, New York and Berlin, 1996. Infinite Dimensional Analysis: A Hitchhikers Guide (with K. C. Border), 2nd Edition, Springer-Verlag, New York and Berlin, 1999. Principles of Real Analysis (with O. Burkinshaw), 3rd Edition, Academic Press, 1998

58. CWI Reports Of Department Of Analysis, Algebra And Geometry(1989) ISSN 09242953 Keywords Abstract Dynamic MRI reconstruction as a moment problem,II riesz bases in L2-spaces of vector valued functions marcel Zwaan; 1989, AM http://db.cwi.nl/rapporten/index.php?jaar=1989&dept=4

59. Christer Kiselman's Mathematical Ancestors His advisor was marcel riesz (18861969). He was professor at Lund Universityand got his Ph.D. in 1912 at the University of Budapest with http://www.math.uu.se/~kiselman/ancestors.html

Christer Kiselman's mathematical ancestors I defended my Ph.D. thesis at Stockholm University on December 3, 1966. My advisor there in 1961-1964 was Lars Hörmander I attended his lectures on partial differential equations in the fall of 1961 and the spring of 1962, and then his lectures on analytic functions of several complex variables in the fall of 1962 and the spring of 1963. Hörmander is now Professor Emeritus at Lund University. He defended his Ph.D. thesis at Lund University in 1955. His advisor was Marcel Riesz He was professor at Lund University and got his Ph.D. in 1912 at the University of Budapest with Lipót Fejer as advisor. Fejér got his Ph.D. at the University of Budapest in 1902. His advisor was Karl Hermann Amandus Schwarz Schwarz received his Ph.D. in 1864. His advisor was Karl Theodor Wilhelm Weierstrass Schwarz attended Weierstrass's lectures on Integral Calculus in 1861. Weierstrass was awarded an honorary doctorate by the University of Königsberg in 1854, so we cannot say he had a Ph.D. advisor. However, he studied mathematics for Gudermann in 1838-1840. Acknowledgment: This information is partly based on the Mathematics Genealogy Project of Steve Butcher, Patricia R. Allaire, and Harry B. Coonce. Thank you!

60. La Matematikaj Prapatroj De Christer Kiselman Hörmander nun estas emerita profesoro ^ce la Lunda Universitato. Li defendis siandoktoran disertacion en 1955. Lia konsilanto estis marcel riesz (18861969). http://www.math.uu.se/~kiselman/prapatroj.html

La matematikaj prapatroj de Christer Kiselman Mi defendis mian doktoran diserta^jon la 3-an de decembro 1966 ^ce la Stokholma Universitato. Mia konsilanto tie dum la jaroj 1961-1964 estis Lars Hörmander Mi auskultis liajn lekciojn pri partaj diferencialaj ekvacioj autune de 1961 kaj printempe de 1962 kaj poste liajn lekciojn pri analitikaj funkcioj de pluraj kompleksaj variabloj autune de 1962 kaj printempe de 1963. Hörmander nun estas emerita profesoro ^ce la Lunda Universitato. Li defendis sian doktoran disertacion en 1955. Lia konsilanto estis Marcel Riesz Li estis profesoro ^ce la Lunda Universitato kaj ricevis sian doktorecon en 1912 ^ce la Budape^sta Universitato kun Lipót Fejér kiel konsilanto. Fejér ricevis sian doktorecon ^ce la Budape^sta Universitato en 1902. Lia konsilanto estis Karl Hermann Amandus Schwarz Schwarz ricevis sian doktorecon en 1864. Lia konsilanto estis Karl Theodor Wilhelm Weierstrass Schwarz auskultis la lekciojn de Weierstrass pri Integra Analitiko en 1861. Weierstrass ricevis honoran doktorecon de la Universitato en Königsberg en 1854; ni tial ne povas diri ke li havis doktoran konsilanton. Li tamen studis matematikon konsilate de Gudermann en 1838-1840. Tiu informo estas parte bazita sur la Matematika genealogia projekto de Steve Butcher, Patricia R. Allaire kaj Harry B. Coonce. Koran dankon!

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