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Schur Issai: more detail

Studies in Memory of Issai Schur
Uber Eine Klasse Von Matrizen: Die Sich Einer Gegebenen Matrix Zuordnen Lassen (1901) (German Edition) by Issai Schur, 2010-09-10
Über Eine Klasse Von Matrizen, Die Sich Einer Gegebenen Matrix Zuordnen Lassen (German Edition) by Issai Schur, 2010-04-08
Gesammelte Abhandlungen (German Edition) by Issai Schur, 1973-07-30
Gesammelte Abhandlungen by Issai Schur, 1973-06
Germans of Belarusian Descent: Issai Schur, Alesia Graf, Reuben Brainin, Andrei Tivontchik, Andrej Klimovets, Anton Kavalewski, Cioma Schönhaus
Vorlesungen uber Invariantentheorie. by Issai Schur, 1968
Uber Eine Klasse Von Matrizen: Die Sich Einer Gegebenen Matrix Zuordnen Lassen (1901) (German Edition) by Issai Schur, 2010-09-10
Vorlesungen über Invariantentheorie. (Grundlehren der mathematischen Wissenschaften) (German Edition) by Issai Schur, 1968-01-01
Schur Multiplier: Schur Multiplier, Mathematics, Group Theory, Finite Group, Issai Schur, Group Cohomology, Abelian Group, Sylow Theorems, Dihedral Group of Order 6
Gesammelte Abhandlungen Band I by Issai Schur, 1973-01-01
Gesammelte Abhandlungen Band II by Issai Schur, 1973

lists with details

Schur
Issai Schur. Born 10 Jan 1875 in Mogilyov, Mogilyov province, Russian Empire(now Belarus) Died 10 Jan 1941 in Tel Aviv, Palestine (now Israel).
http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Schur.html

Extractions: Although Issai Schur was born in Mogilyov on the Dnieper, he spoke German without a trace of an accent, and nobody even guessed that it was not his first language. He went to Latvia at the age of 13 and there he attended the Gymnasium in Libau, now called Liepaja. In 1894 Schur entered the University of Berlin to read mathematics and physics. Frobenius was one of his teachers and he was to greatly influence Schur and later to direct his doctoral studies. Frobenius and Burnside had been the two main founders of the theory of representations of groups as groups of matrices . This theory proved a very powerful tool in the study of groups and Schur was to learn the foundations of this subject from Frobenius . Schur then made major steps forward, both in work of his own and work done in collaboration with Frobenius In 1901 Schur obtained his doctorate with a thesis which examined rational representations of the general linear group over the complex field. Functions which Schur introduced in his thesis are today called S-functions, where the S stands for Schur. Interest in the results of Schur's thesis continues today, for example J A Green published an account of these results in a modern setting in 1980.
Poster Of Schur
Issai Schur. Issai Schur is mainly known for his fundamental work on the representationtheory of groups but he also worked in number theory and analysis.
http://www-gap.dcs.st-and.ac.uk/~history/Posters2/Schur.html
On Consecutive Quadratic Non-residues A Conjecture Of Issai Schur
On consecutive quadratic nonresidues a conjecture of Issai schur issai Schur once asked if it was possible to determine a bound, preferably using elementary methods, such that for all prime
http://rdre1.inktomi.com/click?u=http://citebase.eprints.org/cgi-bin/citations?i
ISSAI@Schur
ISSAI Schur. Journal fur die reine und angewzndte Mathematik 147,205232(1917). Bounded power series in the disc.?.
http://133.78.201.100/~arimoto/schur/ISSAISchur.htm

Extractions: ISSAI@ Schur Journal fur die reine und angewzndte Mathematik Bounded power series in the disc.PÊ~àÌLE×« Section 1.AªASYÌ±ü ðPÊ~àÅ³¥ÈÖÅA ÌlÌãÀðAÈPÉ ÌãÀÆ¢¢A Å çí·B ÌÆ«A ÌãEÆ¢¤BÜ½A ð·B ªLÀlÅ éêÉÍA ÍPÊ~ ÅLEÆ¢¤B SchwarzÌâèÉæè ª¬§·éB iPj@@@@@@@@@@@@@@ ÌWðÈã Å çí·B ðâÎlªPÈºÌÀÜ½Í¡fÆ·éB Ì¤ð¡fð Å çí·B ÉæèAPÊ~ Í©ª©gÉÚ³êéB É®·éÆ«A ÉÂ¢Äà¯lÌ±Æª¾¦A»Ìtà¾¦éBÁÉA Å éB¢ÜA iQj@@@@@@@@@@@@@ ªðiPjð½µÄ¢éàÌÆ·éBR@ B±ÌÆ«ÁÉA ÅÈ¯êÎÈçÈ¢B ÌÆ«A Æ¯lPÊ~àÅ³¥Å É®·éBµ©àA Å éB Æ·éB±ÌÆ«A B@±±ÅA®ÈçA Å éB ÌÎ ¢A Æ¨B±Ìû@ðÇñÇñÂ¯éÆALÀÜ½Í³ÀÌÖñ iRj@@@@@@@@@@ ð¾éB±êçÌÖÌÔÉÍÌ®ª¬è§ÂF ±êçÖàÜ½ÖÌNX @É®µAe ÆÈé±ÆÅ éB ÌÆ«A ÉæèèßçêéLÖÅA±êð@ @Å çí·BiRjÌÖ½¿ð Étµ½Ö½¿ÆÄÑA É®·ép^ÆÄÔB ¢ÜAQÂÌêðl@·éF PD Ét·éÖ½¿ª³ÀÂ éêB±ÌêÍAp^ ÌâÎlª·×Ä Pæè¬ ÌêÅ éBÁÉA é ÌÆ«ÉÍA É½¢µÄA ÆÈéB QD iTj@@@@@@@@@ ª éêBiRjÌÖñÍ ÍLÖ@ @ÉÈéB iUj iUfj ÆÈéB±±ÅA Ì½®ÅPÊ~ÌOÅµ©OÆÈçÈ¢ i é¢ÍAPIÉPjB ªiUfjÌ`ðàÂÆ·éÆA±êçÌÖÌÉÍPÊ~ÌOÉ èA
Schur Issai Gesammelte Abhandlungen
Translate this page schur issai Gesammelte Abhandlungen. Mathematik Gesammelte Abhandlungen SchurIssai. Gebundene Ausgabe Hardcover Bröcker Theodor, Jänich Klau
http://www.amziel.de/Schur-Issai-Gesammelte-Abhandlungen-3540056300.html
Schur
Issai Schur. Born 10 Jan 1875 in Mogilyov, Mogilyov province, BelarusDied 10 Jan 1941 in Jerusalem, Palestine. Show birthplace location.
http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/Schr.htm

Extractions: Previous (Alphabetically) Next Welcome page Although Issai Schur was born in Mogilyov on the Dnieper, he spoke German without a trace of an accent, and nobody even guessed that it was not his first language. He went to Latvia at the age of 13 and there he attended the Gymnasium in Libau, now called Liepaja. In 1894 Schur entered the University of Berlin to read mathematics and physics. Frobenius was one of his teachers and he was to greatly influence Schur and later to direct his doctoral studies. Now Frobenius and Burnside had been the two main founders of the theory of representations of groups as groups of matrices. This theory proved a very powerful tool in the study of groups and Schur was to learn the foundations of this subject from Frobenius . Schur then made major steps forward, both in work of his own and work done in collaboration with Frobenius In 1901 Schur obtained his doctorate with a thesis which examined rational representations of the general linear group over the complex field. Functions which Schur introduced in his thesis are today called S-functions, where the S stands for Schur. Interest in the results of Schur's thesis continues today, for example J A Green published an account of these results in a modern setting in 1980.
Personal Homepages
Translate this page Sandling Robert - Saxl Jan - Soergel Wolfgang - Schauenburg Peter - SchneiderHans-Jürgen - Schofield Aidan - Schröer Jan - schur issai - Schwartz Gary
http://www.maths.may.ie/staff/jmurray/mathematicians.html
Ausgewählte Arbeiten Zu Den Ursprüngen Der Schur-Analysis Gustav Herglotz
Translate this page Herglotz. Ausgewählte Arbeiten zu den Ursprüngen der Schur-AnalysisHerglotz Gustav schur issai Pick G. Integralgleichungen .
http://www.publikationen-finden.de/Ausgewaehlte-Arbeiten-zu-d-3815420121.html
Foreign Members (main_a12)
Translate this page 1824 Schumacher Heinrich Christian (Germany). 1929 schur issai (Germany).1798 Schwab Johann Christoph (Germany). 1912 Schwartz Eduard (Germany).
http://hp.iitp.ru/eng/gallery/fma_ma12.htm

Extractions: Foreign Members of the Academy Sabine Edward sir (Great Britain) Sachau Karl Eduard (Germany) Sacy de Silvestre Antoine-Issac, baron (France) Saint-Claire Deville Henri-Etienne (France) Saint-Hilare Augustin-Francois-Cesar Provancal, de (France) Sakurai Joji (Japan) Salam Abdus (Pakistan) Salvadori Luigi (Italy) Salvandy Narcisse-Achille (France) Sanches (Sanches) Antonio Nunes Ribeiro (Portugal) Sars Georg Ossian (Norway) Sartorius Georg (Germany) Sauppe Hermann (Germany) Savich Pavle (Socialist Federal Republic of Yugoslavia) Savulesku Traian (Socialist Republic of Romania) Say Jean-Baptiste (France) Scacchi Archangelo (Italy) Schaeffer Jakob Christian (Denmark) Schaudinn Fritz Richard (Germany) Schefer Charles-Henri-Auguste (France) Scheler Werner Ehrenhold (German Democratic Republic) Schiaparelli Giovanni Virginio (Italy) Schiff Moritz (Switzerland) Schlegel August Wilhelm von (Germany) Schlegel Hermann (Netherlands) Schleicher August (Germany) Schleiden Mattias Jacob (Germany) Schlezinger Arthur Meyer (USA) Schloezer Auguste Ludwig (Germany) Schlumberger Leon-Gustave (France) Schmidt Constantin Wilhelm Moritz (Germany) Schmidt Johannes (Germany) Schmoller Gustav Friedrich (Germany) Schnitzler Johann Heinrich (France) Schreber Johann Christian Daniel (Germany) Schrieffer John Robert (USA) Schroedinger Erwin (Austria) Schroeter Johann Hieronymus (Germany) Schubert Friedrich Wilhelm (Germany) Schultz Ernst Christophor (Germany) Schultze Johann Heinrich (Germany)
Belarus: History And Famous Personalities: A List Of People Born In Belarus: S-Z
Research (en, ru); Schmidt Otto Yulyevich (18911956), Cyril MethodiusEncyclopedia (ru). schur, issai issai schur, Mathematicians born
http://www.geocities.com/albaruthenia/IA/belborn3.html

Extractions: David Sarnoff (en) David Sarnoff , Business Biography by Michael O'Toole (en) David Sarnoff: A Radio And Television Pioneer , from Jewish Heroes and Heroines in America (en) David Sarnoff Library (en) David Sarnoff Radio Club (en) David Sarnoff with Guglielmo Marconi , visited Rocky Point, Long Island in 1933 (en) Father of Broadcasting: David Sarnoff Grave of David Sarnoff (en) Sarnoff, David (1891-1971)
Schur.html
of 1 N Can Have (1/22)N**2+O(N) Monochromatic schur Triples, But Not Less! issai schur proved the first Ramsey Theorem (way before Ramsey). He proved
http://www.math.temple.edu/~zeilberg/mamarim/mamarimhtml/schur.html

Extractions: by Aaron Robertson , and Doron Zeilberger [Appears in Electronic Journal of Combinatorics , v. 5(1998), R19.] Written: Feb. 27, 1998. If you hate Schur triples, you must learn to put up with them. Nevertheless, you may still want to 2-color in such a way as to MINIMIZE these buggers. If the number of colors is 2, Ron Graham, in SOCA 96' (Tianjin, June 1996), offered 100 dollars for the asymptotic minimal number of these Schur triples. This is yet another example of an a posteriori trivial theorem. It is highly non-trivial to CONJECTURE the statements that lead to the solution, using the Maple package RON , but the difficulty is that of experimental math , not `rigorous' math. Once the right statements are conjectured, the formal proof is ROUTINE, and can be safely left to the obtuse reader. Tomasz Schoen, a student of Tomasz Luczak, has independently solved this problem. Here is our part of the prize Help yourself to the following versions of the paper Plain TeX version .dvi version (for previewing)
Aaron Robertson's Home Page
issai is a small Maple package for finding lower bounds and exact values for thenewly defined issai Numbers, also called Offdiagonal Generalized schur Numbers
http://math.colgate.edu/~aaron/programs.html

Extractions: Aaron Robertson's Programs AARON : AARON is a Maple package written by Doron Zeilberger with additions by me. It accompanies the article Refined Restricted Permutations . One use is the enumeration, for small n, of the set of permutations in S n with k fixed points which contain r instances of a given pattern of length 3. DIFFSEQ.f : DIFFSEQ.f is a Fortran program which accompanies the article Avoiding Monochromatic Sequences With Special Gaps . It will calculate f(S,k;2) for many small values of k and an inputted set S. VDW.f : VDW.f is a Fortran program which accompanies the article On Generalized Van der Waerden Triples . It will calculate N(a,b;2) for many small values of a and b by a recursive search similar to that used in DF.f. AUTOISSAI : AUTOISSAI is a Maple package which accompanies the article Off-diagonal Generalized Schur Numbers . It was used to help determine the exact values of these numbers, and is another step towards automated theorem proving. MIKLOS : MIKLOS is a Maple package accompanying the article Permutation Patterns and Continued Fraction . It will find, quite quickly thanks to Herb Wilf, the generating functions for the number of permutations with either or 1 (132)-patterns and a prescribed number of (123)-patterns.
They Might Be Giants
Click here issai schur A Fellow of the Royal Society
http://www.math.lsa.umich.edu/~jrs/giants.html
Graph Theorist Families
Richard M. Weiss. issai schur. Karl Dörge. Klaus Wagner Rodger. Michael Foust. issai schur. Richard Rado. David E
http://www.cs.columbia.edu/~sanders/graphtheory/people/families.html
Schur
Biography of issai schur (18751941) issai schur. Born 10 Jan 1875 in Mogilyov, Mogilyov province, Russian Empire (now Belarus) Although issai schur was born in Mogilyov on the Dnieper, he
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Schur.html

Extractions: Although Issai Schur was born in Mogilyov on the Dnieper, he spoke German without a trace of an accent, and nobody even guessed that it was not his first language. He went to Latvia at the age of 13 and there he attended the Gymnasium in Libau, now called Liepaja. In 1894 Schur entered the University of Berlin to read mathematics and physics. Frobenius was one of his teachers and he was to greatly influence Schur and later to direct his doctoral studies. Frobenius and Burnside had been the two main founders of the theory of representations of groups as groups of matrices . This theory proved a very powerful tool in the study of groups and Schur was to learn the foundations of this subject from Frobenius . Schur then made major steps forward, both in work of his own and work done in collaboration with Frobenius In 1901 Schur obtained his doctorate with a thesis which examined rational representations of the general linear group over the complex field. Functions which Schur introduced in his thesis are today called S-functions, where the S stands for Schur. Interest in the results of Schur's thesis continues today, for example J A Green published an account of these results in a modern setting in 1980.
The Mathematics Genealogy Project - Issai Schur
Select a mirror. NDSU (main) AMS. Bielefeld. Ole Miss. IMPA. issai schur. Biography. Dr. phil. Universität Berlin 1901. Name. School. Year. Descendants. Alfred Brauer. Universität Berlin. 1928. 84 .
http://genealogy.math.ndsu.nodak.edu/html/id.phtml?id=9179
Mark Wilson's Home Page - Science/Thesis
enough of that. My thesis entailed enhancing a large program calledschur, named after the issai schur (18751941). schur provided a
http://www.geocities.com/SiliconValley/Park/9541/science/thesis.html

Extractions: Home My Thesis was completed in 1986. The title was Algorithms in Lie groups and supergroups . It revolved around a quite esoteric aspect of Particle Physics; Group Theory as applied to the pantheon of subatomic particles. SCHUR was written in Pascal. Originally Microsoft Pascal, but converted to Borland's Turbo Pascal. In fact, it seemed to be mostly about Computing . Programming was where my life seemed to be heading, I was becoming more and more interested in it and I realised that I was unlikely to find real employment as a Theoretical Physicist outside Academia, and I'd had enough of that. My thesis entailed enhancing a large program called SCHUR , named after the Issai Schur (1875-1941). SCHUR provided a computational environment where the entities being manipulated were partitions . The partitions on N is the list of ways N and defined a number of operators on these lists. As well as simple addition and subtraction, I recall there were also inner and outer products and the delightful plethysm . I spent a reasonably happy year puttering around within SCHUR adding a number of features (like that damn plethysm operator, which I recall as being horribly complex). SCHUR was (and is still?) a
Issai Schur
$6.95 HOSTING 1 GIG, 1000 EMAILS, 50 GIG TRANSFER, CGI CLICK HERE.issai schur. issai schur was the next mathematician to contribute
http://sunshinedubois.greatnow.com/histmath/schr.html

Extractions: Issai Schur was the next mathematician to contribute significantly to representation and character theory. He was a doctoral student of Frobeniuss, and Frobenius furthered his career a great deal. In fact, it has been said by one of Frobeniuss colleagues that one of his greatest accomplishments was the advancement of Schurs career. Use the following links to learn about: Who He Was What He Did
Auteur - Schur, Issai
Translate this page Auteur schur, issai, Ouvrage Gesammelte abhandlungen Band I schur, issai (Principal)Springer-Verlag issai schur Gesammelte abhandlungen, 0001 1973 Oeuvres RdC.
http://bibli.cirm.univ-mrs.fr/Auteur.htm?numrec=061043980922570
Descripteur - 01A75
Translate this page Ouvrage Gesammelte abhandlungen Band I schur, issai (Principal) Springer-Verlagissai schur Gesammelte abhandlungen, 0001 1973 Oeuvres RdC.
http://bibli.cirm.univ-mrs.fr/Thesaurus.htm&numrec=051919713919150&Range=0027

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