Geometry.Net - Scientists: Renyi Alfred

Visiting Faculty
Antal Balog from alfred renyi Institute of Mathematics (Budapest,Hungary); analytic and combinatorial number theory. Alexander
http://www.math.wisc.edu/news/2002/visitors.html

Extractions: Return to Index We have a large number of visitors this year who are teaching and collaborating in research with faculty. Professors Arslanov, Kucera, Lion, and Zil'ber taught Math 975 in sequence (3-4 weeks apiece) and worked with Steffen Lempp and Patrick Speissegger. Michael Greenblatt from MIT (Cambridge); harmonic analysis. Kyu-Hwan Lee from Seoul National University (Seoul, S. Korea); Lie algebras and representation theory. John Maginnis from Kansas State University (Manhattan); cohomology of groups.
Balázs Szendröi's Home Page
Research Fellow, alfred renyi Institute of Mathematics, Budapest, Hungary.Address Department of Mathematics, Utrecht University, PO.
http://www.math.uu.nl/people/szendroi/

Extractions: Balázs Szendröi's home page My research interests: algebraic geometry string theory networks My papers Seminars: geometry and topology algebraic geometry strings News: népszabi magyar hirlap hvg és ... Kriszta's page , and the pages of some of my friends: Gábor Bálint Tamás Stavros ... osztály a Fazékban Links: mathscinet e-prints maths new ... find Utrecht links: library campus map films Dutch to English translator More links: maths literature archeology travel ... other as author and or not as author in title journal MR number reviewer anywhere as author in math hep-th cond-mat Lecturer in Mathematics, Department of Mathematics University of Utrecht , The Netherlands Address: Department of Mathematics Utrecht University , PO. Box 80010, NL-3508 TA, Utrecht, The Netherlands Tel: +31 30 253 1186 Fax: +31 30 2518394 Email: szendroi@math.uu.nl
Stiftung
Jozsef, alfred renyi Inst. of Mathematics of the Hungarian
http://www.mathematik.uni-dortmund.de/user/lsviii/mache/idomat/participants.html
PRICEFARMER.COM: Farm-Fresh Price Comparisons Of Books
Keyword Search. Magyar Tudomanyos Akademia alfred renyi. 1 Title. 1.Statistics
http://www.pricefarmer.com/cgi-bin/farm?author=Magyar Tudomanyos Akademia Alfred
Mathematical Resources: Archives, Preprints (Math Links By Bruno Kevius)
see alfred renyi Institute of Mathematics FTP; Algebraic NumberTheory Archives UIUC University of Illinois at Urbana-Campaign;
http://www.abc.se/~m9847/matre/archie.html

Extractions: This list is continually under development not a complete list, only what I happened to see... Alfred Renyi Institute of Mathematics FTP Algebraic Number Theory Archives UIUC University of Illinois at Urbana-Campaign AMS Preprint server American Mathematical Society AMS Updates Archive AMS - What's New in Mathematics Feature Column Archive The Applied Probability Trust Archives (shef.uk) arXiv.org e-Print archive Archives of the math-history-listserver MathForum Archives of NMBRTHRY@LISTSERV.NODAK.EDU Bertrand Russell Archives BibTeX Algebra Database Chris Hillman's Eprints ... CMS Preprint Server Canadian Mathematical Society C*ODE*E Newsletter Archive Consortium of Ordinary Differential Equations Experiments Collaborative Lesson Archive UIUC University of Illinois at Urbana-Campaign Constraints Archive Computational Intelligence Research Laboratory (CIRL) of the University of Oregon Complexity On-line Charles Sturt University Devlin's Angle: Archives MAA Online Digital Mathematics Archive Field Arithmetic preprints archive Ben Gurion university of the Negev Fractal Movie Archive Conservatoire National des Arts et Metiers Front for the Mathematics ArXiv Cornell University F.S.U. Math e-Print Archive
DEFORMED POISSON-LAWS AS CERTAIN TRANSFORM OF DEFORMED GAUSSIAN-LAWS
FERENC ORAVECZ alfred renyi Institute of Mathematics, The Hungarian Academy ofSciences, Reáltanoda u. 1315, H-1053, Budapest, Hungary oravecz@renyi.hu.
http://www.worldscinet.com/idaqp/05/0504/S0219025702000997.html

Extractions: oravecz@renyi.hu We define a natural transformation of certain symmetric probability measures, and show that it brings the Gaussian-law as well as several deformed analogue of it to the Poisson-law or to the corresponding deformed Poisson-law, respectively. An important example is the q -Gaussian-law with its transform being the q -Poisson-law of Saitoh and Yoshida. By analogy we define an even more general class of deformed Poisson distributions, and show that, as in the classical and the q -case, these deformed Poisson-laws can be achieved as the distributions of certain operators.
--- Extended Paper For ICME-9 ----------------------
But even this is not enough, because as Hungarian mathematician alfred renyi said2, who learns the solution with out understanding the matter can not use
http://www.stolaf.edu/people/steen/WGA/Sem/paper.html

Extractions: ICME-9 The Frontal Competitive Approach to Teaching Computational Mathematics 1. Introduction As Russian Professor Jacob Tsypkin wrote jokingly in the preface to one of his works [1], reading mathematical books results in the three levels of knowledge. The first level means that a reader has understood the author's argumentation. The second level means that the reader became capable of reproducing the author's arguments. And the third level means that the reader has acquired a capacity to refute the author's argumentation. Mathematics as a subject for teaching or study has that specific feature that it can not simply be put in memory which means that you can not stop at the first level of understanding. One needs to reach at least the second level. To do this a student h as to pass all the information through his mind by solving large number of tasks independently, thus as we say "adjust his head and hand". But even this is not enough, because as Hungarian mathematician Alfred Renyi said [2], "who learns the solution with out understanding the matter can not use it properly". Independence, critical approach and creativeness - these are the features of the third level of knowledge in mathematics and only such knowledge has real value when learning mathematics. Another feature of mathematics is that it may be defined as "chamber" science by its nature. However Russian universities traditionally practice teaching most of subjects including mathematics in large student audience. Large audience-oriented teaching has become familiar with Russian universities to the extent that we have got a special definition for such audiences and call them "streams".
Bolyai
EDITED BY Pal Revesz, alfred renyi Institute of Mathematics, Hungarian Academy ofSciences Balint Toth, Technical University Budapest, Institute of Mathematics.
http://www.bolyai.hu/text/volumes/volume9-text.html
Bolyai
alfred renyi Institute of Mathematics Hungarian Academy of Sciences Walter Neumann,Department of Mathematics Statistics The University of Melbourne, VIC 3010
http://www.bolyai.hu/text/volumes/volume8-text.html

Extractions: This Proceedings contains the notes of five lecture series. The Summer School on Low Dimensional Topology, held August 314, 1998 in Budapest (Hungary), consisted of four one-week lecture series, two in each of the two weeks. In chronological order these were: John Morgan (Columbia University): Differential topology of 4-dimensional manifolds.
Canvas Sneakers
Since Paul Erdos and alfred renyi's discovery of random networks, there havebeen some other interesting ways of trying to understand networks.
http://www.owenjon.com/blog/archives20021001.html

Extractions: yourlink 3 canvas sneakers Tuesday, October 29, 2002 On my trip to TO I had a good time. I made lots of connections with other people, mixing and mingling with all sorts. And I drew an analogy between this process and the lava lamp in the room where I stayed. Inside the lava lamp, there were little globs of wax and bigger globs. The little globs would attach themselves to other globs forming larger ones. And when a glob got too big, little globs would break away and begin forming their own globs that would grow as it attached to other globs. It was an unending process. Although greatly simplified, I think this demonstrated some of the properties of networks (though arguably more random than complex). And there I was, a little glob of wax from Vancouver joining with larger globs (social networks) in Toronto, and affecting and growing these globs through my interactions with them. Then I broke away, and now Im back in Vancouver. But Im carrying my TO experience with me and that will affect my future interactions wherever I go. And the little ripple that I left there will also affect Toronto in a small way as well. posted by ojm - 10/29/2002 11:29 pm
Bookmarks
Wydzial Mat, Inf i Mech Zaporozhye State University Central European University(CEU), Budapest alfred renyi Institute of Mathematics in CEU The Mathematical
http://www.zsu.zp.ua/UkrGAP/UkrGAP/links.htm
Mathematics Centers And Instututes
Research centers and institutes of mathematics. alfred renyi Instiute of Mathematicsof the Hungarian Academy of Sciences; American Institute of Mathematics;
http://math.haifa.ac.il/mathcenters.html
Untitled
I spent one year in the Mathematical Institute of the Hungarian Academy of Sciences(recently renamed to alfred renyi Institute of Mathematics) under the
http://www.math.u-szeged.hu/~odor/cv.htm

Extractions: Professional resume of Tibor Ódor My photos. I finished my grammar schools in the Révai Miklós Gimnázium , [Révai Grammar School], in 1981 where I attended special math classes having the possibility to learn from the distinguished mathematics teacher Endre Czapáry. After finishing my secondary education I served one year in the Magyar Néphadsereg [Hungarian army]. Since Sept 1982 I attended one year at Jozsef Attila University Szeged , (recently reorganized as part of University of Szeged ) was majoring in mathematics. I received my diploma in mathematics at the Eotvos Lorand University Budapest , Hungary in 1987. Some of my teachers were: Akos Csaszar (analysis), Gabor Halasz (complex functions), Vera T. Sos (approximation theory), Miklos Laczkovich (geometric measure theory), Laszlo Lempert (several complex vaiables), Laszlo Simon (PDE), Tamas Matolcsy (mathematical physics), Zoltan I. Szabo (differential geometry), etc. The supervisor of my diploma work was the distinguished differential geometer, Professor Zoltan Imre Szabo, those times Department of Analysis, Eotvos Lorand University , Budapest, Hungary, recently at City University of New York . I wrote it with the title (in Hungarian): `` A Radon transzformacio es alkalmazasai The Radon transform and its applications During the last two years of my university education I also worked as a full time computer programmer on mainframe computers at Raba Magyar Vagon es Gepgyar , Hungary.
Www.cs.sunysb.edu/~algorith/biblio/testdata/erdos-number
415 435 340 3 14 RAO, SIDDANI BHASKARA 395 396 403 341 4 5 REDDY, AR 36 131 304 390342 4 4 REID, TALMAGE JAMES 116 117 370 407 343 12 25 renyi, alfred A. 2 85
http://www.cs.sunysb.edu/~algorith/biblio/testdata/erdos-number

Extractions: From kirk@cs.pitt.edu Sun Mar 1 18:13:07 1998 Received: from gomez.cs.pitt.edu (gomez.cs.pitt.edu [136.142.79.193]) by cs.sunysb.edu (8.6.12/8.6.9) with ESMTP id SAA19649 for ; Sun, 1 Mar 1998 18:13:04 -0500 Received: from bucky.cs.pitt.edu (bucky.cs.pitt.edu [136.142.79.11]) by gomez.cs.pitt.edu (8.8.7/8.8.7) with ESMTP id SAA30354 for ; Sun, 1 Mar 1998 18:13:50 -0500 (EST) Received: from bucky (localhost [127.0.0.1]) by bucky.cs.pitt.edu (8.8.3/8.8.3) with SMTP id SAA12786 for ; Sun, 1 Mar 1998 18:13:49 -0500 (EST) Sender: kirk@cs.pitt.edu Message-ID: Date: Sun, 01 Mar 1998 18:13:48 -0500 From: Kirk Pruhs
Dough168
In 1950's two Hungarian mathematicians, Paul Eros and alfred renyi madea revolution in graph theory by addressing how do networks form?
http://dough168.blogspot.com/2002_10_20_dough168_archive.html

Extractions: Six degrees of separation is the theory that any two individually can be link through the relationship/association of six individuals between them. For example, the connection between two theoretical individual, for our purposes is A1 to B1 can be traced through six individuals. A1 -> A1 sister -> A1 sister's class mate -> Class mate's cousin -> Cousin's brother -> Brother's best friend -> B1 The role of hubs in the formation of small world networks is hubs/connectors facilitate the formation of small world networks. Connectors are "nodes with an anomalously large number of links" (pg 56). The Kevin Bacon game Barabasi writes about is a good illustration, of a connector. Because Kevin Bacon is involvement in many movies he serves as a connection between many actors in Hollywood. If he was did not act, many connections between actors will drastically lengthen creating a bigger world. Kevin Bacon is a connector that shortens the distance/associate between actors, creating a small world network.
Alfréd Rényi Institute Of Mathematics
Welcome to the Alfréd Rényi Institute of Mathematics Hungarian Academy of Sciences We have brushed up our website a bit. Please send suggestions to webmaster@renyi.hu.
http://www.math-inst.hu/
Renyi
The URL of this page is http//wwwhistory.mcs.st-andrews.ac.uk/history/References/renyi.html.
http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Renyi.html

Extractions: Riesz for work on Cauchy Fourier series. He was taught by at Budapest, then he went to Russia and worked with Linnik on the theory of numbers, in particular working on the Goldbach conjecture . He discovered methods described by as at present one of the strongest methods of analytical number theory After returning to Hungary he worked on probability which was to be his main research topic throughout his life. He published joint work with on random graphs and also considered random space filling curves. Known by the nickname of Buba, he is best remembered for proving that every even integer is the sum of a prime and an almost prime number (one with only two prime factors), he is also remembered as the author of the anecdote a mathematician is a machine for converting coffee into theorems developed the anecdote by describing weak coffee as fit only for lemmas Article by: J J O'Connor and E F Robertson Click on this link to see a list of the Glossary entries for this page List of References (16 books/articles) A Quotation Mathematicians born in the same country Other Web sites
Renyi
Biography of Alfréd Rényi (19211970) Alfréd Rényi. Born 30 March 1921 in Budapest, Hungary
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Renyi.html

Extractions: Riesz for work on Cauchy Fourier series. He was taught by at Budapest, then he went to Russia and worked with Linnik on the theory of numbers, in particular working on the Goldbach conjecture . He discovered methods described by as at present one of the strongest methods of analytical number theory After returning to Hungary he worked on probability which was to be his main research topic throughout his life. He published joint work with on random graphs and also considered random space filling curves. Known by the nickname of Buba, he is best remembered for proving that every even integer is the sum of a prime and an almost prime number (one with only two prime factors), he is also remembered as the author of the anecdote a mathematician is a machine for converting coffee into theorems developed the anecdote by describing weak coffee as fit only for lemmas Article by: J J O'Connor and E F Robertson Click on this link to see a list of the Glossary entries for this page List of References (16 books/articles) A Quotation Mathematicians born in the same country Other Web sites
Alfréd Rényi Institute Of Mathematics
Center of Mathematics. We have brushed up our website a bit. Pleasesend suggestions to webmaster@renyi.hu. Contact the webmaster.
http://www.renyi.hu/
RÃ©nyi AlfrÃ©d
RÉNYI ALFRÉD. (19211970). Debreceni és budapesti professzor, kétszeres Kossuthdíjas akadémikus.
http://www.iif.hu/~visontay/ponticulus/typotex/renyi.html

Extractions: A budapesti egyetemen FEJR LIPT tantotta. A h¡borº alatt munkaszolg¡lata miatt tanulm¡nyait meg kellett szaktania. Szegeden v©gzett 1945-ben. Ekkor doktor¡lt RIESZ FRIGYES-n©l. A k¶vetkezÅ ©vben szovjet aspirantºr¡ra ment. 1947-ben kandid¡lt Moszkv¡ban. 1949-ben a debreceni egyetem professzora lett. 1950-ben kinevezt©k az MTA Alkalmazott Matematikai Int©zet ©nek igazgat³j¡v¡. Emellett 1952-tÅl az E¶tv¶s Lor¡nd Tudom¡nyegyetem val³sznÅ±s©gsz¡mt¡si tansz©k©t is vezette. Az akad©mia levelezÅ tagja 1949-ben, rendes tagja pedig 1956-ban lett. Eml©k©t Årzi az Akad©mia ¡ltal alaptott R©nyi Alfr©d-dj.

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