Restormel Borough Council - Roche Parish Council William Kenneth Allen, David Lloyd Dowell, Malvina Anne higman, Michele Julian,Antoinette Keveth, graham Stanley Lambert, Derek John Newman, Susan Taylor, http://www.restormel.gov.uk/index.cfm?Articleid=9787
CU CSCI Technical Reports 1982 A Generalization of a Theorem of graham higman. Andrzej Ehrenfeucht and DavidHaussler Order, CUCS-220-82. POLISH-77 User s Guide http://www.cs.colorado.edu/department/publications/reports/1982.html
Extractions: @import url(../../../style.css); @import url(../../../print-style.css) print; @import url(../../../nav.css); @import url(../../nav.css); @import url(style.css); cu: home engineering cuconnect explore cu ... contact cu cs: calendar directory catalog schedules ... technical reports by Author by Year by Number All Reports CU-CS-213-82 On DOS Languages and DOS Mappings Andrzej Ehrenfeucht David Haussler Grzegorz Rozenberg and H. Paul Zeiger CU-CS-214-82 Efficient Algorithms For a Family of Matroid Intersection Problems Harold Gabow and Robert Tarjan CU-CS-215-82 On Ambiguity in DOS Systems David Haussler and Grzegorz Rozenberg CU-CS-216-82 A Family of Trust Region Based Algorithms for Unconstrained Minimization with Strong Global Convergence Properties Gerald Shultz Robert Schnabel and Richard Byrd CU-CS-217-82 Omega A Data Flow Analysis Tool for the C Programming Language Cynthia Wilson and Leon Osterweil CU-CS-219-82 A Generalization of a Theorem of Graham Higman Andrzej Ehrenfeucht and David Haussler CU-CS-220-82 POLISH-77 User's Guide Lloyd Fosdick and Chang-Lin Chen CU-CS-221-82 On Binary Equality Sets and A Solution to the Ehrenfeucht Conjecture in the Binary Case Andrzej Ehrenfeucht and Grzegorz Rozenberg CU-CS-222-82 Repetitions in Homomorphisms and Languages Andrzej Ehrenfeucht and Grzegorz Rozenberg CU-CS-223-82 Conditions Enforcing Regularity of Context-Free Languages Andrzej Ehrenfeucht and Grzegorz Rozenberg CU-CS-224-82 Repetition of Words in DOL Languages Andrzej Ehrenfeucht and Grzegorz Rozenberg CU-CS-225-82 Exact and Approximate Algorithms for Scheduling UET Systems on Two Uniform Processors
CU CSCI Technical Reports By David Haussler A Generalization of a Theorem of graham higman. Andrzej Ehrenfeucht and DavidHaussler Order, CUCS-235-82. On Regularity of Context-Free Languages http://www.cs.colorado.edu/department/publications/reports/david_haussler.html
Extractions: @import url(../../../style.css); @import url(../../../print-style.css) print; @import url(../../../nav.css); @import url(../../nav.css); @import url(style.css); cu: home engineering cuconnect explore cu ... contact cu cs: calendar directory catalog schedules ... technical reports by Author by Year by Number All Reports ... Z CU-CS-177-80 Very Special Languages and Representations of Recursively Enumerable Languages Via Computation Histories H. Paul Zeiger and David Haussler CU-CS-178-80 Model Completeness of an Algebra of Languages David Haussler CU-CS-199-79 Some Results on Symmetric DGSM's and DGSM Equivalence David Haussler (Revised February 1981.) CU-CS-201-81 On the Complexity of Iterated Shuffle Manfred Warmuth and David Haussler CU-CS-213-82 On DOS Languages and DOS Mappings Andrzej Ehrenfeucht David Haussler Grzegorz Rozenberg and H. Paul Zeiger CU-CS-215-82 On Ambiguity in DOS Systems David Haussler and Grzegorz Rozenberg CU-CS-218-81 A Generalization of the Nerode Characterization of Regular Sets Using Well Quasi Orderings David Haussler CU-CS-219-82 A Generalization of a Theorem of Graham Higman Andrzej Ehrenfeucht and David Haussler CU-CS-235-82 On Regularity of Context-Free Languages Andrzej Ehrenfeucht David Haussler and Grzegorz Rozenberg CU-CS-277-84 Quasi-Monotonic Sequences: Theory, Algorithms and Applications
Group Rings & Noncommutative Rings In 1940 G. higman 34 published the first paper directly related with the results on this conjecture were obtained in 1940 by graham higman 34 who http://www.ime.usp.br/~polcino/group_rings/
Extractions: The concept of Group Ring is relatively old. It appears implicitly in a paper of A. Cayley [ ], which is considered the first work in the abstract theory of groups [ ], and was explicitly introduced by T. Molien in 1897. The concept became important because of its aplications in the theory of group representations, after the works of R. Brauer, F. G. Frobenius, E. Noether and I. Schur (see, for example, [ ] and [ In 1940 G. Higman [ ] published the first paper directly related with the so-called Isomorphism Problem which, in general, remains open till now. In the sixties the subject began to draw great attention from scientist, and was also stimulated by the inclusion of questions about group rings in the famous list of problems in ring theory by I. Kaplansky [ ]. Thus, group rings entered the area of interest of ring theorists. The first article in this direction, due to I.G. Connell [ ], was highly stimulating to the area as well as the inclusion of chapters on group rings in the books by J. Lambeck [
Abstracts In 1961 graham higman proved that every recursively presentable group can beembedded in a finitely presented group. The proof involves translating the way http://www-math.science.unitn.it/~caranti/FpGroups2001/Abstracts/
Extractions: University of Trento Trento, 23 - 26 July 2001 We gratefully acknowledge financial support from the Department of Mathematics of the University of Trento, and from Gruppo Nazionale per le Strutture Algebriche e Geometriche e loro Applicazioni (GNSAGA) of Istituto Nazionale di Alta Matematica "Francesco Severi" (INdAM). Invited talks Gilbert Baumslag (CUNY, New York) Embedding wreath-like products into finitely presented groups. Marston Conder (Auckland) Questions arising from finitely-presented group actions on the infinite cubic tree. Bettina Eick (Braunschweig) Computing with polycyclic presentations - new developments and open questions. Brent Everitt (York) Images of geometric groups. Robert Gilman (Stevens Institute, Hoboken) Automatic groups with counters. Zeta functions in group theory. George Havas (Queensland, Brisbane) PEACE: Proof extraction after coset enumeration. Charles Leedham-Green (QMW, London) Presentations of -groups of bounded rank, width and obliquity.
Members Of The School Of Mathematics Translate this page higman, graham HSIANG, Wu-Yi HUMPHREYS, James E. IWAHORI, Nagayoshi JACQUET,Hervé JANKO, Zvonimir JOHNSON, Dennis L. JONES, Stephen L. KANNAI, Yakar I. http://www.math.ias.edu/1965.html
Members Of The School Of Mathematics Translate this page higman, graham, 1968-69. HIJIKATA, Hiroaki, 1965-67. HILDEBRAND, Adolf, 1985-86,1990-91. HILDEBRANDT, Stefan OW, 1979-80. HILDING, Sven H. 1947-48 http://www.math.ias.edu/hnames.html
Extractions: HABICHT, Walter R. HABOUSH, William J. HACHTROUDI, Mohsen HAEFELI, Verena HAEFLIGER, André HAESEMEYER, Christian HAFNER, James L. HAHN, Frank J. HAIMO, Deborah T. HAIMO, Franklin HAIN, Richard M. HAINES, Thomas HAKEN, Wolfgang R.G. HAKULINEN, Ville HALÁSZ, Gábor HALE, Mark P., Jr. HALES, Thomas HALL, Marshall HALMOS, Paul R. HALPERN, James D. HALVERSON, Thomas HAMBLETON, Ian HAMILTON, Richard HAMRICK, Gary C. HAMSTROM, Mary E. HAN, Zheng-Chao HANAMURA, Masaki HANDEL, Michael HANF, William P. HANG, Fengbo HANGES, Nicholas W. HANNER, Olof HARADA, Koichiro HARARY, Frank HARDER, Günter HARDT, Robert HARDY, Godfrey H. HARIS, Stephen J. HARISH-CHANDRA, HARNAD, John HARRIS, Bruno HARRIS, Michael H. HARRIS, Morton E. HARRISON, Virginia C. HARROLD, Orville G., Jr. HARTUNG, Paul G. HARVEY, F. Reese HARVEY, William J. HASENJAEGER, Gisbert HASS, Joel HÅSTAD, Johan HATCHER, Allen E. HAUSEL, Támas HAUSMANN, Jean-Claude HAVER, William E. HAWKINS, Thomas W. HE, Zheng-Xu HECHT, Henryk HECKE, Erich HEDLUND, Gustav A. HEGENBARTH, Friedrich HEIDER, Lester J. HEIERMANN, Volker HEINS, Maurice H.
[BS] Bogley, WA And Sieradski AJ Universal Path Spaces (3), 5 (1956), 45580 Higm higman, graham Unrestricted free product, andvarieties of topological groups , J. London Math. Soc.(2), 27 (1952), pp. http://homepage.ruhr-uni-bochum.de/Andreas.Zastrow/nonanlit.txt
[BS] Bogley, WA And Sieradski AJ Universal Path Spaces (3), 5 (1956), 45580 Higm higman, graham Unrestricted free product, andvarieties of topological groups , J. London Math. Soc.(2), 27 (1952), pp. http://homepage.ruhr-uni-bochum.de/Andreas.Zastrow/fry-lit.txt
NZMS Newsletter 47 Centrefold - Bernhard Neumann In particular, their joint paper with graham higman (published in 1949) onembedding theorems for groups is a famous one, underlying the theory of what are http://ifs.massey.ac.nz/mathnews/centrefolds/47/Dec1989.shtml
Extractions: NZMS Newsletter 47, December 1989 CENTREFOLD Professor Bernhard Neumann Bernhard Hermann Neumann was born in Berlin on 15 October 1909. After studying at the Herderschule in Berlin and at the University of Freiburg, he obtained his Dr.phil. degree from the University of Berlin in 1932. He emigrated to Britain in 1933 (during a time of political upheaval in Germany), and continued his studies at Cambridge, where he was awarded a Ph.D. in 1935. Meanwhile he became secretly engaged to Hanna von Caemmerer, who had been a fellow student in Berlin, and in 1938 she also left for Britain, where they married. At that time Bernhard held a temporary assistant lecturership at Cardiff, but at the beginning of the Second World War he was interned for some weeks (as an enemy alien); upon his release he joined the British Army, serving in the Intelligence Corps from 1940 to 1945. In 1946 he was appointed as a lecturer at the University of Hull, and in 1948 he accepted a position at the University of Manchester, where he stayed for the next thirteen years. Hanna and Bernhard had five children: Irene, Peter, Barbara, Walter and Daniel. Hanna was able to complete her doctorate at the University of Oxford, and after the war she became an assistant lecturer at Hull, and later (in 1958) she too obtained a position in Manchester. During these years both Hanna and Bernhard established fine reputations as mathematicians, with common research interests in algebra. In particular, their joint paper with Graham Higman (published in 1949) on embedding theorems for groups is a famous one, underlying the theory of what are now known as HNN-extensions. Bernhard was awarded the Wiskundig Genootschap te Amsterdam Prize in 1949, and the Adams Prize of the University of Cambridge in 1952. He gained a D.Sc. from the University of Manchester in 1954 (and Hanna the same from the University of Oxford in 1955), and in 1959 he was elected a Fellow of the Royal Society.
Extractions: Current Issue Past Issues Search this Journal Editorial Board ... Subscriptions Martin Hertweck Source: Ann. of Math. Abstract: THEOREM A. THEOREM B. We remark that the group $G$ given in Theorem B is different from the group $G$ given in Theorem A. The latter group is, for the most part, simpler in structure, and provides a good introduction to the group $G$ used in Theorem B. Beyond this expository advantage, the group $G$ in Theorem A shows that the latter result can be achieved with a group ofderived length $2$, whereas we have been forced in Theorem B to use a $G$ with derived length $3$. (This makes the group $X$ in Theorem B have derived length $4$, and we have been unable to find a counterexample to the isomorphism problem with derived length $3$.) Nevertheless, it will be clear that the main ingredients for Theorem B already appear in the proof of Theorem A, with many of the details entirely parallel. As some compensation to increasing the derived length, we are able to us a slightly smaller Sylow $2$-subgroup for the group $G$ in Theorem B. finite groups too.
The Mathematical Institute, University Of Oxford University of Oxford except portrait of graham higman, by Norman Blamey, whichis reproduced by kind permission of Stephen Blamey. Accessibility Statement. http://www.maths.ox.ac.uk/
Extractions: Skip Links Locator: Home Site Map Information for: Information about: Prospective Students Current Students Teaching Staff Research ... Links Tel: +44 (0)1865 273525 Address: 24-29 St Giles', Oxford, OX1 3LB, UK Fax: +44 (0)1865 273583 Welcome to the Mathematical Institute, University of Oxford The Institute is one of the eight departments of the Mathematical and Physical Sciences Division Use the button bar above as well as the site map and site search facilities to navigate through the site. See also Copies of the booklet Studying Mathematics at Oxford for prospective undergraduates can be obtained by emailing the Schools Liaison Officer This page last modified by Keith A. Gillow
Extractions: Ganz unten finden sich ein paar Artikel in Fachzeitschriften (auf die in der Vorlesung verwiesen wurde). Noch mehr Literatur-Hinweise (insbesondere auch auf die Theorie der projektiven Ebenen oder zur endlichen Geometrie ) finden Sie auf meiner Seite zur Vorlesung "Inzidenz-Strukturen" (Diese Verweise setzen teilweise voraus, dass der entsprechende Server Sie als berechtigten Benutzer erkennt.)
Matematyka graham higman byl drugim synem wielebnego Josepha higmana. Do szkoly sredniejuczeszczal w Plymouth. Natomiast jako uczelnie wyzsza wybral Balliol poniewaz http://banach.matfiz.polsl.gliwice.pl/serwis/Matematycy/Higman_Graham.html
Extractions: Urodzony : 19 czerwca 1917 Zmar³ Graham Higman by³ drugim synem wielebnego Josepha Higmana. Do szko³y ¶redniej uczêszcza³ w Plymouth. Natomiast jako uczelniê wy¿sz± wybra³ Balliol poniewa¿ tam jego starszy brat studiowa³ chemiê. Graham decydowa³, ¿e bêdzie studiowa³ matematykê. Opiekunem Higmana by³ Henry Whitehead. Za jego namow± za³o¿y³ on oksfordzkie studenckie towarzystwo matematyczne "Invariant Society". Po omówieniu specjalnego tematu teorii grup i geometrii, Higman otrzyma³ MA. Higman zosta³ mianowany Profesorem Matematyki w Oksfordzie w pa¼dzierniku 1960 i w tym samym czasie zosta³ wybrany Wyk³adowc± Uczelni Magdalen Oksford. Sprawowa³ tê funkcje a¿ do 1984. Higman wyjecha³ do Stanów Zjednoczonych gdzie by³ go¶ciem na wyk³adach profesora George Millera na Uniwersytecie Illinois w latach 1984-1986. Higman by³ znany ze znakomitej pracy we wszystkich aspektach teorii grup. Podczas pracy w Biurze Meteorologicznym w 1940 mia³ przerwê w wydawaniu swoich publikacji. Jego prace naukowe od 1984 pokazuj± wp³ywy Henry'ego Whiteheada i w mniejszym stopniu Maxa Newmana. W 1949 Higman publikowa³ jedne z wa¿niejszych w rozwoju grupy teorii fragmenty prac. Jego praca naukowa
Citebase - A Poset Classifying Non-commutative Term Orders G/A, 9 graham higman. Ordering by divisibility in abstract algebras. Proc.London Math. Soc. (3), 2326336, 1952. G/A, 10 Ursula Martin and Elizabeth http://citebase.eprints.org/cgi-bin/citations?id=oai:arXiv.org:math/0201083
Genealogy Data graham, Fanny Birth BEF. 1860 of Huntley Gender Female Parents. Fathergraham, Andrew higman, Ormond Birth of Ottawa Gender Male Family http://drivez.tripod.com/ged/daniels/dat177.htm
Mathematics At Balliol Modern graham higman (1917). Amongst the many distinguished Balliol mathematiciansstill living, graham higman is one of two to have been an undergraduate, http://users.ox.ac.uk/~kch/ballmath/modern.html
Extractions: Edward Titchmarsh matriculated in 1917, and crowned a glittering undergraduate career by winning the Senior Mathematical Prize. In 1931 he succeeded G.H. Hardy as Savilian Professor of Geometry. Titchmarsh is best known for his work in analysis, particularly his books on Fourier integrals The Theory of functions The Riemann Zeta function , and the two-volume Eigenfunction expansions . In this last mentioned treatise he expounded his mathematically rigorous treatment of several quantum mechanical sytems. For example, it was Titchmarsh who first proved that the spectrum of a hydrogen atom in a uniform electric field is continuous. Further information about Titchmarsh After leaving at Balliol, Bosanquet moved to London where he became in succession, a Reader and then a Professor. He worked mainly on analysis, making important contributions to integration theory, harmonic analysis, Tauberian theorems, inequalities, and convexity theory. Further information about Bosanquet After graduating from Balliol Alexander Oppenheim worked first with G.H. Hardy in Oxford, and then with Dickson in Chicago. Oppenheim's conjectures stimulated enormous interest over more than half a century, and were eventually settled by Gel'fand. They had further strong influence on the work of Gregory Margulis for which he received the Fields Medal in 1978. After lecturing at Edinburgh, Oppenheim became Professor of Mathematics at Raffles College, Singapore, where he was taking prisoner by the advancing Japanese army in 1942. He taught and gave chess displays in the prison camps in Thailand, and attributed his survival to his ability to immerse himself in mathematics. After the war, and he held chairs successively at the Universities of Malaysia, Reading, Ghana and Benin.
Graham, Katharine -- Britannica Student Encyclopedia graham, Katharine (19172001). Upon hearing of the death of US publisher and graham also built The Washington Post Company into a major diversified http://www.britannica.com/ebi/article-9324990
Extractions: Home Browse Newsletters Store ... Subscribe Already a member? Log in This Article's Table of Contents Katharine Graham Print this Table of Contents Shopping Price: USD $1495 Revised, updated, and still unrivaled. The Official Scrabble Players Dictionary (Hardcover) Price: USD $15.95 The Scrabble player's bible on sale! Save 30%. Merriam-Webster's Collegiate Dictionary Price: USD $19.95 Save big on America's best-selling dictionary. Discounted 38%! More Britannica products Graham, Katharine Graham, Katharine... (75 of 578 words) var mm = [["Jan.","January"],["Feb.","February"],["Mar.","March"],["Apr.","April"],["May","May"],["June","June"],["July","July"],["Aug.","August"],["Sept.","September"],["Oct.","October"],["Nov.","November"],["Dec.","December"]]; To cite this page: MLA style: "Graham, Katharine."
