21. Russian Mathematians in the 20th Century / Archiv 2005 / Empfehlungen / Ze russian mathematicians in the 20th century / ed. Yakov Sinai The editor,Professor Yakov Sinai, a distinguished Russian mathematician, has taken pains http://www.zlb.de/buecher_medien/empfehlungen/2005archiv/Sinai

Onlinekatalog IPAC Zeitungen Zeitschriften ... Elektronische Zeitschriftenbibliothek Empfehlung des Monats Juli 2005 Russian Mathematicians in the 20th Century Sinai, Jakov G. Russian mathematicians in the 20th century / ed. Yakov Sinai New Jersey [u.a.] : World Scientific, 2005 XI, 700 S. : graph. Darst. Text teilw. in kyrill Schr. Sprache der Vorlage: engl., russ. ISBN 981-238385-9 In the 20th century, many mathematicians in Russia made great contributions to the field of mathematics. This invaluable book, which presents the main achievements of Russian mathematicians in that century, is the first most comprehensive book on Russian mathematicians. It has been produced as a gesture of respect and appreciation for those mathematicians and it will serve as a good reference and an inspiration for future mathematicians. It presents differences in mathematical styles and focuses on Soviet mathematicians who often discussed "what to do" rather than "how to do it". Thus, the book will be valued beyond historical documentation. The editor, Professor Yakov Sinai, a distinguished Russian mathematician, has taken pains to select leading Russian mathematicians — such as Lyapunov, Luzin, Egorov, Kolmogorov, Pontryagin, Vinogradov, Sobolev, Petrovski and Krein — and their most important works. One can, for example, find works of Lyapunov, which parallel those of Poincar©; and works of Luzin, whose analysis plays a very important role in the history of Russian mathematics; Kolmogorov has established the foundations of probability based on analysis. The editor has tried to provide some parity and, at the same time, included papers that are of interest even today.

22. CNRS - French Mathematicians Have It Down Cold Large numbers of russian mathematicians have been driven by need to seek jobs in How best to offer support to the Russian mathematical tradition and its http://www2.cnrs.fr/en/216.htm

Your browser does not support script CNRS Institutional publications The CNRS on Time for Europe RESEARCH IN EUROPE ... Print French Mathematicians Have It Down Cold Inauguration of a Franco-Russian Mathematics Laboratory in Moscow In March 2002 the CNRS signed an agreement with the Independent University of Moscow and the Russian Academy of Sciences setting up a French-Russian laboratory focused on mathematics and its interface with computer science and theoretical physics. The objective? Lend support to the brilliant Russian school of mathematics and at the same time encourage fruitful exchange. The excellence and originality of the school of mathematics which grew up in the Soviet Union are recognized worldwide. Since the collapse of the Soviet empire, however, the future continuity of this brilliant tradition is endangered by chronic lack of funds. Large numbers of Russian mathematicians have been driven by need to seek jobs in the West; the United States in particular has rolled out the red carpet to the best and brightest of them. Things are, however, not that simple, as Christian Peskine, deputy scientific director of Mathematics in the CNRS' Physical and Mathematical Sciences Department (SPM), makes clear. “Russian scientists are profoundly attached to their country and culture, and they look askance at Westerners recruiters on shopping trips.” In addition, a young Russian who goes to work abroad full-time in a few years loses contact with his or her scientific culture while acquiring that of the host country, with the attendant gains and losses of that trade-off.

23. Mathematics And Society. Mathematical Education At The Frontier Of Centuries. The Russian mathematical school had a great influence on the development of world In spite of grave difficulties the russian mathematicians are not http://www.mccme.ru/conf2000/engl.html

The International Commission on Mathematical Instruction ICMI Bulletin No. 47 December 1999 The All-Russian Conference on Mathematical Education Dubna Interim Announcement of an ICMI Regional Conference The Organizing Committee for the All-Russian Conference on Mathematical Education (RCME) "Mathematics and Society. Mathematical Education at the Frontier of Centuries" is pleased to announce that RCME will be held in Dubna (Moscow region), Russia, from September 18 to September 23, 2000. This conference has been officially recognized by the Executive Committee of ICMI as an ICMI Regional Conference. The Conference will deal with the major problems of mathematical education in Russia, pertaining both to secondary schools and to institutions of higher learning. In RCME we intend to acquire an adequate understanding of the current state of mathematical education in Russia and in the world, to elaborate general conceptual proposals for its development in the beginning of the next century. Needless to say, the success of RCME cannot be attained without strong participation of representatives from all regions of the Russian Federation and of advocates of all of the methodical schools and directions. We also expect that leading scientists and methodologists from abroad will participate. The organizers of the Conference are the Russian Academy of Science, the Russian Academy of Education, Moscow State University, and other major scientific and educational institutions of Russia.

24. Olga Alexandrovna Ladyzhenskaya russian mathematicians were allowed to travel more freely; some of them were ableto visit Western countries for the first time. http://www.agnesscott.edu/lriddle/women/ladyzhen.htm

Olga Alexandrovna Ladyzhenskaya March 7, 1922 - January 12, 2004 Received her Ph.D. at the Leningrad State University in 1949 and her Doctorate in the Mathematics-Physical Sciences in 1953 at Moscow State University. Worked in the general areas of linear, quasilinear, and nonlinear partial (and some ordinary) differential equations of elliptic, parabolic, and hyperbolic types, with some theoretical applications to Navier-Stokes flow. Professor of Mathematics at the Physics Department at St. Petersburg University and Head of the Laboratory of Mathematical Physics at the St. Petersburg branch of the Steklov Mathematical Institute of the Russian Academy of Science. Olga Ladyzhenskaya was a member of the St. Petersburg Mathematical Society since 1959. She was its vice-president for many years and its president between 1990 and 1998. In an email announcing the death of Ladyzhenskaya, Professor Max Gunzburger from Florida State University wrote: "Although a giant of mathematics, she is not known as a numerical analyst; however, she did provide the first (and still one of the few) rigorous proofs of the convergence of a finite difference method for the Navier-Stokes equations. More important, her seminal work on partial differential equations had tremendous and lasting influence on those who specialize in numerical PDEs. For example, she is the "L" of the celebrated LBB condition that arises in mixed finite element discretizations of the Stokes and Navier-Stokes equations.

25. TOPCOM, Volume 5, Photos of russian mathematicians. An updated version of the home page of DouglasCameron containing more photos of russian mathematicians can be found at http://at.yorku.ca/t/o/p/c/88.htm

Topology Atlas TOPOLOGICAL COMMENTARY Volume 5, February 10, 2000 Edited by Melvin Henriksen commentary@mail.mathatlas.yorku.ca I continue to invite commentary on any article in any issue of TopCom or on any topic of general interest to topologists, including news about topologists or topological activity. A New Format for TopCom Starting from this issue, we will post items in Topological Commentary as they arrive. When enough items have been posted in any year, a new issue will be started. TABLE OF CONTENTS More News About John Isbell F. B. Jones in Memorium More on Felix Hausdorff An Interview of Edwin Moise The Math Forum Photos of Russian Mathematicians Arthur Stone (1916-2000) Photos from Topo 2000 Memorials for John L. Kelley (1917-1999) Book Review Ben Fitzpatrick (1932-2000) 1. More News About John Isbell An update about John Isbell posted on February 10, 2000, by Scott Williams. More News About John Isbell. 2. F. B. Jones in Memorium All of us who knew him regret his death and the loss he creates by no longer being part of the topological community. He was an early student of R.L. Moore, a great teacher whose students made substantial contributions to topology, and a research mathematician of great talent. This memorial is in three parts. A memorial by one of his more able students, Professor James Rogers of Tulane University that includes a photograph. This will appear also in Topology Proceedings.

26. Historia Matematica Mailing List Archive: [HM] Mersenne Primes Subject HM Mersenne primes and russian mathematicians russian mathematiciansAT Fromenko and Vladimir Voevodsky? Thank you. Mariano Mataix. Madrid. http://sunsite.utk.edu/math_archives/.http/hypermail/historia/apr00/0063.html

[HM] Mersenne primes and Russian mathematicians Subject: [HM] Mersenne primes and Russian mathematicians From: Mariano Mataix ( mig.matx@teleline.es Date: Tue Apr 11 2000 - 07:57:43 EDT Next message: Heinz Lueneburg: "Re: [HM] Early Algebraic Proofs of FTA" Previous message: Karen Dee Michalowicz: "[HM] HISTORY and PEDAGOGY of MATHEMATICS" Next in thread: Ignacio Larrosa Can~estro: "Re: [HM] Mersenne primes and Russian mathematicians" Reply: Ignacio Larrosa Can~estro: "Re: [HM] Mersenne primes and Russian mathematicians" Reply: Peter Ross: "Re: [HM] Mersenne primes and Russian mathematicians" Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] Dear friends: Could any of you answer the following questions: 1.- Which are the Mersenne primes 31 to 38th? 2.- Have you some information on the life and work of Russian mathematicians A. T. Fromenko and Vladimir Voevodsky? Thank you Mariano Mataix. Madrid. Spain Next message: Heinz Lueneburg: "Re: [HM] Early Algebraic Proofs of FTA" Previous message: Karen Dee Michalowicz: "[HM] HISTORY and PEDAGOGY of MATHEMATICS" Next in thread: Ignacio Larrosa Can~estro: "Re: [HM] Mersenne primes and Russian mathematicians" Reply: Ignacio Larrosa Can~estro: "Re: [HM] Mersenne primes and Russian mathematicians" Reply: Peter Ross: "Re: [HM] Mersenne primes and Russian mathematicians" Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] This archive was generated by hypermail 2b28 Tue Apr 11 2000 - 06:27:52 EDT

27. Historia Matematica Mailing List Archive: Re: [HM] Mersenne Pri Subject Re HM Mersenne primes and russian mathematicians From Ignacio LarrosaCan~estro (ilarrosa@lander.es) Date Tue Apr 11 2000 143955 EDT http://sunsite.utk.edu/math_archives/.http/hypermail/historia/apr00/0070.html

Re: [HM] Mersenne primes and Russian mathematicians Subject: Re: [HM] Mersenne primes and Russian mathematicians From: Ignacio Larrosa Can~estro ( ilarrosa@lander.es Date: Tue Apr 11 2000 - 14:39:55 EDT Next message: Peter Ross: "Re: [HM] Mersenne primes and Russian mathematicians" Previous message: Victor E. Hill IV: "[HM] Tartaglia" Maybe in reply to: Mariano Mataix: "[HM] Mersenne primes and Russian mathematicians" Next in thread: Peter Ross: "Re: [HM] Mersenne primes and Russian mathematicians" Maybe reply: Ignacio Larrosa Can~estro: "Re: [HM] Mersenne primes and Russian mathematicians" Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] That is immediate history! The Mersenne numbers are 2^N-1. The exponents of Mersenne prime numbers 31 to 38 are: 31 216091 Slowinski 1985 35 1398269 GIMPS 1996 36* 2976221 GIMPS 1997 37* 3021377 GIMPS 1998 38* 6972593 GIMPS 1999 * Its not full proved that there are not other mersenne prime less than those The last four were found for GIMPS, in 1996, 1997, 1998 and 1999. GIMPS

28. Prominent Poles However russian mathematicians Egorov and Luzin heard that he had been internedand arranged for him to be allowed to go to Moscow. http://www.angelfire.com/scifi2/rsolecki/waclaw_sierpinski.html

setAdGroup('67.18.104.18'); var cm_role = "live" var cm_host = "angelfire.lycos.com" var cm_taxid = "/memberembedded" Search: Lycos Angelfire Dating Search Share This Page Report Abuse Edit your Site ... Next Prominent Poles Waclaw Sierpinski, mathematician Born: March 14, 1882, in Warszawa (Warsaw), Russia occupied Poland (now Poland) Died: October 21, 1969, in Warsaw, Poland The early days. Son of Waclaw Sierpinski's a medical doctor. He attended school in Warsaw where his talent for mathematics was quickly spotted by his first mathematics teacher. Higher education. Appointment at the Lwow University. Professorship in Warsaw. In 1919 he was promoted to professor at Warsaw and he spent the rest of his life there. Founding Fundamenta Mathematica. In 1920 Sierpinski, together with his former student Mazurkiewicz, founded the important mathematics journal Fundamenta Mathematica. Sierpinski edited the journal which specialized in papers on set theory. From this period Sierpinski worked mostly is in the area of set theory but also on general topology and on functions of a real variable. Sierpinski was also highly involved with the development of mathematics in Poland. Honors.

29. Aleksandr Lyapunov -- Facts, Info, And Encyclopedia Article Categories Suicides, russian mathematicians, 1918 deaths, 1857 births AleksandrMikhailovich Lyapunov (? ?) (June 6 1857 http://www.absoluteastronomy.com/encyclopedia/a/al/aleksandr_lyapunov.htm

Aleksandr Lyapunov [Categories: Suicides, Russian mathematicians, 1918 deaths, 1857 births] Aleksandr Mikhailovich Lyapunov (Click link for more info and facts about new style) new style ) was a (A native or inhabitant of Russia) Russian (A person skilled in mathematics) mathematician (Click link for more info and facts about mechanician) mechanician and (A scientist trained in physics) physicist Lyapunov was born in (Click link for more info and facts about Yaroslavl) Yaroslavl (Click link for more info and facts about Imperial Russia) Imperial Russia . His father (Click link for more info and facts about Mikhail Vasilyevich Lyapunov) Mikhail Vasilyevich Lyapunov (1820-1868) was a well known (A physicist who studies astronomy) astronomer and a head of the Demidovski (A public hall for lectures and concerts) lyceum . Because of the reaction of the university administration, after the departure of (Russian mathematician who independently discovered non-Euclidean geometry (1792-1856)) Lobachevsky , he gave up his work entirely in 1864 at the (A building designed and equipped to observe astronomical phenomena) observatory of the (Click link for more info and facts about University of Kazan) University of Kazan . He moved with his family on his wife's estate in Simbirsk province (now (Click link for more info and facts about Ulyanovsk Oblast) Ulyanovsk Oblast ), where he devoted his time to the education of his oldest sons, Aleksandr and

30. Contents ×òî ìîæíî çàìåíèòü íà ÷òî, ×òî ìîæíî çàìåíèòü ÷åì russian mathematicians AAMarkov ÷òî ñäåëàòü russian mathematicians VN Faddeyeva and DK Faddeyev http://www.spbu.ru/Education/Faculties/Philology/Dept_of_rus_lang_for_not_phil/G

RUSSIAN FOR MATHEMATICIANS                                                                    CONTENTS      1. INTRODUCTORY PHONETIC COURSE 1.1. Introduction 1.2. The Vowel s Àà, Îî, Óó, Ýý 1.3. The Consonants Áá, Ïï, Ìì 1.4. The Consonants Ââ, Ôô, Íí 1.5. The Consonants Ää, Òò Grammar:  Nouns in the Russian Language 1.6. The Consonants Ðð, Ëë Grammar:  The Formation of the Past Tense in the Russian language 1.7. The Consonants ã, Êê, Õõ Grammar:  Interrogative Sentences in the Russian language                          Declension of Some Proper Nouns in the Russian language 1.8. The Vowel Û. The Consonant É        Grammar:  Formation of the Plural of Masculine, Feminine and Neuter Nouns                          Declension of Adjectives According to Gender and Number. Short Adjectives. 1.9. The Consonants Çç, Ññ        Grammar:   Spelling of the prefixes ) in verbs, nouns and adjectives The Vowel Èè. The Soft Consonants [c’], [ç’]        Grammar:  Possession in Scientific Style (illustrated by foreign surnames) 1.11. The Soft Consonants [ï’], [á’], [ì’]

31. Support For International Science Technology And Engineering Research Young russian mathematicians Up to £2500 for young russian mathematicians tovisit the UK. Participants can be nominated by the Council of the Moscow http://www.britishcouncil.org/sister/byorg/lms.htm

SISTER By discipline London Mathematical Society (LMS) Programme and Conference Fund financial support for mathematical research including Conference Grants, Visitors, Joint Research Groups, Collaborative Small Grants and International Short Visits. See London Mathematical Society website for more information. Contact Programme Secretary, Stephen Huggett (Telephone 01752 232710) Young Russian Mathematicians Stephen Huggett (Telephone 01752 232710) Durham Symposia an established series of international research meetings. Proposals for Durham Symposia for 2006 should be made to the London Mathematical Society as early as possible and in any case by April 2004. Prospective organisers should initially consult the Committee chairman, Professor A.J. Scholl to discuss the proposed Symposium and the form the proposal should take Scheme 7 Computer Science Small Grants Frances Spoor The London Mathematical Society De Morgan House 57-58 Russell Square London WC1B 4HS Telephone +44 (0)20 7637 3686 Fax +44 (0)20 7323 3655 lms@lms.ac.uk

32. This Blog Sits At The: Networks In Expanding Cultural Spaces VI guess who was at the MET lunch, these most marvelously russian mathematicians . if they were keen to invite russian mathematicians for exhibition. http://www.cultureby.com/trilogy/2005/05/networks_in_exp_1.html

hostName = '.cultureby.com'; This Blog Sits at the Intersection of Anthropology and Economics Main May 03, 2005 networks in expanding cultural spaces VI The Chudnovsky solution finds the Unicorn problem in the first instance by leveraging the Chudnovsky narrative. Word of mouth builds until it becomes word on page. But eventually we move from cultural matters to quasi economic ones and now the logic of transmission changes. Once the Chudnovsky brothers hit the pages of The New Yorker , they become a token in a larger exchange system. A real estate magnate steps up and invests in them. With a gift of $400,000, he endows an institute for the brothers and so becomes, in our post Medici era, their patron. In return for this investment, the magnate now has a capital of some value. Please don’t misunderstand me. I am not belittling the beneficent effects of the institute. The magnate’s gift supported two worthy mathematicians and some interesting math. There is a latter day inclination to suppose that generosity is corrupted by additional motives and “returns on the dollar.” This was almost precisely the Renaissance bargain and anyone who believes public gestures must be utterly selfless is living on the wrong planet. (Someone get the shuttle ready.) In NECS III, I noted:

33. ICM2002 Interview With Fields Medalist Many russian mathematicians studied in this way when they were aged 18 25, andhave achieved remarkable research. What did you like to do most when you http://www.springer-tokyo.co.jp/math_ed/fields_interview_eng.html

Interview with L. Lafforgue, Fields Medalist 2002 Mathematics Editorial Laurent Lafforgue Abstract the journal Inventiones mathematicae Springer-Verlag ). One of our mathematics editors was able to meet Laurent Lafforgue at the ICM, and interview him. What is, in your opinion, the most important thing for young students, aged 18-25, in order to achieve good scientific research later, assuming that they have enough talent? Lafforgue: First of all, students should not specialize in one field too early in life. They should study a wide range of mathematics, even physics and biology, too, if they want to be a mathematician. I recommend to them to go to hear leading mathematicians lecture and to read great mathematicians' works as early as possible, even when they do not yet have required knowledge for such lectures or books. I think age 20 is not too early to start. It is also helpful to have a model for the future in their mind. Many Russian mathematicians studied in this way when they were aged 18 - 25, and have achieved remarkable research. What did you like to do most when you were elementary school?

34. The Hilbert Problems 1900-2000 The Russian mathematician Serge Bernstein travelled from Paris to Göttingen in russian mathematicians have recently shown that in two cases the original http://www.mathematik.uni-bielefeld.de/~kersten/hilbert/gray.html

The Hilbert problems 1900-2000 Jeremy Gray In 1900 David Hilbert went to the second International Congress of Mathematicians in Paris to give an invited paper. He spoke on The Problems of Mathematics , to such effect that Hermann Weyl later referred to anyone who solved one of the 23 problems that Hilbert presented as entering the honours class of mathematicians. Throughout the 20th century the solution of a problem was the occasion for praise and celebration. David Hilbert around 1900 Hilbert in 1900 By 1900 Hilbert had emerged as the leading mathematician in Germany. He was famous for his solution of the major problems of invariant theory, and for his great Zahlbericht , or Report on the theory of numbers , published in 1896. In 1899, at Klein's request, Hilbert published The foundations of geometry You have opened up an immeasurable field of mathematical investigation which can be called the "mathematics of axioms" and which goes far beyond the domain of geometry. Hermann Minkowski Hilbert was therefore poised to lead the international community of mathematicians. He consulted with his friends Minkowski and Hurwitz, and Minkowski advised him to seize the moment, writing:

35. Krawtchouk As for russian mathematicians, they were for the most part unaffected by the The Russian mathematician Otto Schmidt, whose name remains linked to a http://mason.gmu.edu/~ikatcha1/Krawtchouk.html

Krawtchouk story : How a scientist received a job offer from the American Mathematical Society, was accused of being a foreign spy, and sent to GULAG This true story has connections to the politics and work of leading mathematicians and Noble prize winners from European countries and the United States, the Great Terror in Soviet Ukraine, the history of the relativity theory, nuclear bomb, space exploration and aviation, prisoner's dilemma, Lindbergh, and Arthur Koestler's best-seller. French transliteration of the Ukrainian mathematician's name, education and start of his academic career Invitations to the US and contacts with foreign scholars Job offers, International Congress of Mathematicians in Bologna (Italy) ... Photos of Krawtchouk, Levi-Civita, Grave, and others, and the leadership of the Ukrainian Academy of Sciences. Crime evidence: Krawtchouk's article content of the journal book recommendation to Levi-Civita's wife, Krawtchouk's refusal to take part in a show trial of Ukrainian intellectuals and his contacts with Ukrainian mathematicians from Poland ... Prisoner's dilemma in theory and reality , a book on Schmidt's expedition Lindbergh's intelligence trip Stalin, scholars and one investigation in Ukraine

36. Outreach Activities And Contacts With High Schools He organized a very successful Mathematical School by Correspondence which a long time and in which a number of famous russian mathematicians studied. http://www.math.uab.edu/ablokh/outreach.html

Outreach Activities and Contacts with High Schools by the Outreach Program at the Department of Mathematics at UAB (Director Alexander Blokh, Coordinator Carolyn Wailes) Need help? See how to read/print PDF files Winter-Spring 2005 Math-by-Mail Contest 2005 Math-by-Mail competition is run by the Outreach Program at the Department of Mathematics at UAB since Spring 2001. This is an individual contest presented by our Outreach Program and designed to test logical thinking and depth of understanding of mathematics by high school students. The contest is open to all high school students from participating schools starting at the freshman level. If you are interested in the problems and in other details concerning UAB Math-by-Mail Contest 2005 you can download all this information in PDF format. Information (including problems) about UAB Math-by-Mail Contest 2005 in PDF Contact information: Dr A. Blokh, Director of Outreach Program Department of Mathematics University of Alabama at Birmingham Birmingham, AL 35294-1170

37. Report Of Project 97-03 probability theory by French and russian mathematicians at the conference FrenchRussianMathematical Days (Moscow State University, December, 2000). http://liapunov.inria.msu.ru/reports/2000_2001/97-03.html

Report of Project 97-03: Financial mathematics Summary of the Project Conferences and Workshops Publications Project Leaders: A.Shiryaev, A.Sulem List of the Project Participants: On the Russian Side: A. Shiryaev - Project Leader; Professor, Moscow State University S. Bitjukov - Postgraduate student, Moscow State University E. Bulinskaya - Professor, Moscow State University A. Cherny - Lecturer, Moscow State University N. Khimtchenko - Scientific Secretary of the Department of Probability Theory, Moscow State University Yu. Kuznetsov - Postgraduate student, Moscow State University A. Melnikov - Professor, Moscow State University M. Nechaev - Research Assistant, Steklov Mathematical Institute V. Tutubalin - Professor, Moscow State University Yu. Tyurin - Professor, Moscow State University M. Urusov - Postgraduate student, Moscow State University On the French Side: A. Sulem - Project Leader; Research Director, INRIA S. Aspandiarov - Senior Lecturer, University Paris-V C. Bardos - CMLA, ENS Cachan R. Douady - CMLA, ENS Cachan

38. Book Proposal Ó These russian mathematicians were called ÒName WorshippersÓ and were a part of The russian mathematicians worked in secret and made their breakthrough http://www.math.jussieu.fr/~kantor/naminggod.html

Mathematics and Religious Heresy And yet, in a sense, the ÒheresyÓ won. Proposal The ships, the Donets Kherson Gospodi pomilui) In all, approximately 1000 monks were detained in this fashion. Otherwise they were free to go. What does one worship? Franny and Zooey). to such lists. Hotel Parisiana These questions led to a great debate among mathematicians. Leo Tolstoy in War and Peace Eventually he became a priest. And so they became. is God!Ó (ÒImia Bozhie est Õ sam BogÓ) naming is not identical with creating Pavel did Alexandrov, Someday people will understand my behavior.Ó Life is dead.Ó These Name Worshippers became the object of name censorship. For you to witness it would be considered an intrusion. The next day Loren went to the Church of St. The first is a genealogical some of them world-famous. The photograph taken by Kantor depicts UrysonÕs musical instrument (see photograph). there is something very strange about this tombstone. Loren replied, ÒHe who is a specialist in topology and set theory. Explanation of meaning of the term ÒsetÓ: lips Something happens after a while.

39. SIAM AG On Orthogonal Polynomials And Special Functions great Russian mathematician Pafnutij L vovich Chebyshev s 175th anniversary . and famous russian mathematicians the former President of the Russian http://math.nist.gov/opsf/reports/moscow.html

SIAM AG on Orthogonal Polynomials and Special Functions OP-SF WEB Extract from OP-SF NET From: Juri M.Rappoport jmrap@landau.ac.ru Subject: Report on Chebyshev Memorial Conference The Mechanics-Mathematics Faculty of Moscow State University, the Chebyshev Fund and the Institute of Nuclear Power Engineering (Obninsk) held an International Conference Modern Problems in Mathematics and Mechanics - CHEB96 Juri M.Rappoport Moscow, Russian Academy of Sciences Back to Home Page of SIAM AG on Orthogonal Polynomials and Special Functions Page maintained by Martin Muldoon

40. SIC TRANSIT...(To The Centenary Of Kolmogorov) Despite this, all russian mathematicians clearly saw the implication of thefollowing excerpt of Merzlyakov s article http://www.math.nsc.ru/LBRT/g2/english/ssk/gloria_e.html

Sic Transit... or Heroes, Villains, and Rights of Memory S. S. Kutateladze May 12, 2003 Sobolev Institute of Mathematics Annotation This is a story of a sharp polemic in Russia on the eve of the 80th anniversary of A. N. Kolmogorov (1903–1987). April 25, 2003 is the date of the centenary of the birth of Andrei Nikolaevich Kolmogorov. The personality and creative contribution of this genius man to the world science and Russian culture are so eminent that the tiniest bits of recollections of anything related to him might be of avail to those pondering over life and its principles. For many years I have heard requests of my friends and colleagues to present for the public my whatever partial overview of the circumstances and events invoked by Merzlyakov's article “The Right of Memory” and in particular the polemic between A. D. Alexandrov and L. S. Pontryagin this article had stirred up. The story to tell is rather ugly and to plunge into it again, reviving the bygones, brings about much discontent and displeasure. Merzlyakov's article appeared on February 17, 1983 in the newspaper

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