Mathematics At Balliol Modern graham higman (1917). Amongst the many distinguished Balliol mathematiciansstill living, graham higman is one of two to have been 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.
OUP USA: General Catalog: Mathematics paper Add to My Basket Higgins, Peter, Mathematics for the Imagination, 0198604602,$14.95 (03), paper Add to My Basket higman, graham, Existentially Closed http://www.oup-usa.org/catalogs/general/subject/Mathematics.html
My Netscape FAQ simultaneously, but nonpermutation identically, on two sets of size 6 - and thusadmits an outer automorphism - was used by JA Todd, graham higman and others http://www.math.clemson.edu/~sgao/WEB/ADMSeminar/admf00.html
Extractions: Aug 30 None Sept 7 Robert T. Curtis University of Birmingham, U.K. Symmetric generation of finite groups I Sept 14 Robert T. Curtis University of Birmingham, U.K. Symmetric generation of finite groups II Sept 21 Kevin James Clemson University Nonvanishing theorems for elliptic curves Sept 28 Kevin James Clemson University Continued Oct 5 Anant Godbole East Tennessee State University Oct 12 David Penniston Furman University Modular K3 surfaces Oct 19 Clemson Mini-Conference on Discrete Math. Oct 26 Neil J. Calkin Clemson University Counting sum-free and other sets of integers Nov 2 Morwen Thistlethwaite University of Tennessee Some applications of hyperbolic geometry in knot theory Nov 9 None Nov 16 Kelle Clark University of Virginia Bounds for the minumum weight of the dual codes of some classes of designs Nov 23 Thanksgiving Nov 30 George Fix Clemson University Minimal Homogeneous Bases for Ideals Dec 7 Robert T. Curtis University of Birmingham, U.K. Mathematics and the Art of M.C. Escher
Members Of The School Of Mathematics Translate this page HESTER, William, 1948-49. HEWITT, Edwin, 1955-56. HIDA, Haruzo, 1979-81, 1991-92.higman, graham, 1968-69. HIJIKATA, Hiroaki, 1965-67. HILDEBRAND, Adolf, 1985-86,1990-91. http://www.math.ias.edu/hnames.html
Extractions: HABICHT, Walter R. HABOUSH, William J. HACHTROUDI, Mohsen HAEFELI, Verena HAEFLIGER, André HAFNER, James L. HAHN, Frank J. HAIMO, Deborah T. HAIMO, Franklin HAIN, Richard M. HAINES, Thomas HAKEN, Wolfgang R.G. 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. HECHT, Henryk HECKE, Erich HEDLUND, Gustav A. HEGENBARTH, Friedrich HEIDER, Lester J. HEIERMANN, Volker HEINS, Maurice H. HEITSCH, James L. HEJHAL, Dennis A. HELD, Richard M.
Australian Mathematics Trust After Sheilas honours degree she stayed on at Oxford to do a D.Phil. under the supervision of graham higman. It was the work http://www.amt.canberra.edu.au/bhnwilliamss.html
Extractions: On Friday 12 April 2002, Professor BH Neumann presented a BH Neumann Award to Dr Sheila Williams. Sheila Williams receives her Award from Professor Neumann, at the function at Quay West Hotel, Brisbane. Sheila Williams with Neil (also a holder of this award) and Neil's parents Colin and Marjory. Sheila Williams was born in Cornwall. Her parents were both teachers. Her father was in fact a school headmaster at Tintagel, on the north coast of Cornwall (where King Arthur is is said to have been born). She passed the notorious 11+ exam when she was ten, and went to Sir James Smith's Grammar School, Camelford. This was a very small school; less than 200 students and about 10 teachers. However, as is the case with so many of us, Sheila had an inspiring teacher, a Mr Alfred Hooper. He was a local, who, having got a first in mathematics at university, had chosen to go back to Cornwall to teach and those with any mathematical talent blossomed under his tutelage. When Sheila entered the sixth form she chose for her A level subjects Mathematics, Further Mathematics, Physics and Chemistry. She spent an extra year at school in order to take the Oxford Entrance examination, and was fortunate enough to win a scholarship to St Hugh's College, Oxford.
Biography-center - Letter H Highmore, Joseph www.kfki.hu/~arthp/bio/h/highmore/biograph.html; higman,graham wwwhistory.mcs.st-and.ac.uk/~history/Mathematicians/higman.html; http://www.biography-center.com/h.html
Extractions: random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish 703 biographies
English Books > Mathematics > Group Theory Equations DeLaubenfels, R. (Ohio University, USA); Paperback (C Format) ISBN 3540577033Existentially Closed Groups higman, graham (Mathematical Institute http://book.netstoreusa.com/index/bkbmb400D.shtml
Extractions: First page Prev Next Last page ... De Gruyter Expositions in Mathematics : Vol 1. Analytical and Topological Theory of Semigroups Hofmann, Lawson Hofmann, Pym Hofmann, Karl Hardback; Book; ; ISBN: 3110124890 Decomposition Spectrale Et Series D'Eisenstein Moeglin, Colette Waldspurger, Jean-Loup (Both of University Paris, France) Hardback; Book; French; ISBN: 3764329386 Degenerate Principal Series for Symplectic and Odd-orthogonal Groups Jantzen, Chris Paperback; ; ISBN: 0821804820 Degree Of Approximation By Polynomials In The Complex Domain Sewell, W. E. Paperback; ; ISBN: 0691095728 Deift:loo Gro Dis Ver Memo/100/479n Paperback; ; ISBN: 0821825402 Derivations, Dissipations and Group Actions on C*-algebras Bratteli, O. Paperback; ; ISBN: 3540171991 Derived Equivalences For Group Rings Konig, Steffen Zimmermann, Alexander Paperback; ; ISBN: 3540643117 Diagram Cohomology and Isovariant Homotopy Theory Dula, Giora Schultz, Reinhard Paperback;
Extractions: First page Prev Next Last page ... Data And Error Analysis With CDROM Lichten, William Litchten, William Paperback; ; ISBN: 0133685802 De Gruyter Studies in Mathematics : No 16. Rational Iteration: Complex Analytic Dynamical Systems Steinmetz, Norbert Hardback; Book; ; ISBN: 3110137658 Decision Theory Bather, John (University of Sussex) Paperback; ; ISBN: 0471976490 Decision Theory: An Introduction To Dynamic Programming And Sequential Decisions Bather, John Hardback; Book; ; ISBN: 0471976482 Deducibility and Decidability Gill, R. R. Rockingham (St. David's University College, Lampeter) Hardback; Book; ; ISBN: 0415000335 Deduction: Introductory Symbolic Logic Bonevac, Daniel Paperback; ; ISBN: 063122713X Deduction: Introductory Symbolic Logic Bonevac, Daniel Hardback; Book; ; ISBN: 0631227105 Derivation And Computation: Taking The Curry-Howard Correspondence Seriously: Derivation Systems, Substitution Algorithms, Computation Mechanisms Simmons, Harold Hardback; Book;
Brent Everitt's Research alternating groups A_n. This settles in the affirmative a longstandingconjecture of graham higman. J. Algebra 223 (2000) 457-476. http://www-users.york.ac.uk/~bje1/research.html
Extractions: In this paper we show how to obtain representations of Coxeter groups acting on H^n to certain classical groups G. We determine when the kernel K of such a homomorphism is torsion-free and thus H^n/K is a hyperbolic n-manifold. As an example, this is applied to the two groups described above, with G suitably interpreted as a classical group. Using this, further information on the quotient manifold is obtained. in Computational and Geometric aspects of Modern Algebra , Michael Atkinson et al. (Editors) London Math. Soc. Lect. Notes
I5382: Mary HARDESTY ( - ) Caroline HAWS. BIRTH 6 OCT 1856, PROVO,Utah,UT; DEATH 9 JUL 1893,Pima,graham,AZ; BURIAL 12 JUL 1893, Pima,graham,AZ. Lillie higman. http://www.zekes.com/~dspidell/famresearch/fampages/d0001/g0000013.html
Wales Churchyard 1 Gabe Thomas Pontnewynydd Ebenezer United Reformed Church, 1 Peter Brenda higman Pontypridd Glyntaff Cemetery 1 Done graham Douglas Porthcawl http://www.mllp.demon.co.uk/mllpoct2000website/wales.html
Extractions: Locations of Canadian War Graves in WALES Total: 403 commemorations in 53 cemeteries The cut off dates of death for war graves is: WWI - 31st August 1921 WWII - 31st December 1947 Anything after these dates should be veterans graves and not photographed. Please check in with the project representative before heading out to do any photography. He will know which ones have been done so far and may save you a trip. Red locations are done. Blue locations are assigned South Wales Beaufort St. David Churchyard 1 Done Arthur Roper Caerphilly Penyrheol Cemetery 1 Done Arthur Roper Cardiff Cathays Cemetery 8 - Done Steve Douglas Cardiff Western Cemetery 3 - Done Steve Douglas Killay St. Hilary of Poictiers Churchyard 4 Gabe Thomas Llanbedr Moriah Calvinistic Methodist Churchyard 1 - two locations with this name Llanelli Box Cemetery 1 LLangybi (1st) St. Cybi Churchyard 1 Done John Marshall Llanshamlet Bethel Welsh Congregational Chapelyard 1 Gabe Thomas Llantwit Major Cemetery 9 (Arthur Roper) LLanwonno St. Gwynno Churchyard 1
Extractions: Locations of Canadian War Graves in United Kingdom Including England, Scotland, Wales, Northern Ireland, Isle of Man Channel Islands, Orkney Islands, Shetland Islands, Western Isles A group of Canadian patients and staff at a hospital in England during the Great War TOTAL 12,627 commemorations in 1,210 cemeteries The cut off dates of death for war graves is : WWI - 31st August 1921 WWII - 31st December 1947 Anything after these dates should be veterans graves and not photographed. Please check in with the project representative before heading out to do any photography. He will know which ones have been done so far and may save you a trip. Red locations are done. Blue locations are assigned and awaiting completion. Burgundy locations are partly done. ABBOTSHALL PARISH CHURCHYARD 2 ABERDEEN (ALLENVALE) CEMETERY 14 (Done - Sandra Ross) ABERDEEN (NELLFIELD) CEMETERY 3 ABERDEEN (SPRINGBANK) CEMETERY 4 ABERDEEN (ST. PETER'S) CEMETERY 2 ABERDEEN (TRINITY) CEMETERY 1 ABERDEEN (TRINITY) CEMETERY EXTENSION 1 ABERDEEN CREMATORIUM 1 ABERNETHY PARISH CHURCHYARD 1 ABERYSTWYTH CEMETERY 2 ABNEY PARK CEMETERY 1 ACCRINGTON CEMETERY (Done - 1/2 Jean McLeod) 2 ACOMB (ST. STEPHEN) CHURCHYARD 1
Www.math.niu.edu/~rusin/known-math/97/numgrps I had posted Let a_n be the number of nonisomorphic groups of order p^n. Then log_p (a_n) is asymptotic to (2/27)n^3. graham higman showed (Proc http://www.math.niu.edu/~rusin/known-math/97/numgrps
Extractions: From: email@example.com (Dr D F Holt) Newsgroups: sci.math Subject: Re: Groups and my software Date: 17 Oct 1997 09:56:13 +0100 In article , firstname.lastname@example.org (Dave Rusin) writes: > >Wilbert Dijkhof asked for a reference >for this result I had posted: > Let a_n be the number of non-isomorphic groups of order p^n. > Then log_p (a_n) is asymptotic to (2/27)n^3. > >Graham Higman showed (Proc London Math Soc 10 (1960) 24-30) that >the number b_n = log_p (a_n) / n^3 satisfies > 2/27 - o(n) where the implied constant is independent of p. Later, Charles Sims >(Proc London Math Soc 15 (1965) 151-166) improved the upper bound to > b_n (Again this is independent of p, although Higman's lower bound is >a little tighter than Sims' upper bound.) I am a little confused by your o(n) terms, since you have already divided through by n^3. More precisely, Higman proved n^3b_n >= 2n^3/27 + O(n^2) and Sims proved n^3b_n >Many more delicate results are also known for p-groups, partitioning the >set of those groups in various ways and then enumerating the parts. Counting >non-p-groups is rather more problematic, but good results have been obtained >by Laszlo Pyber (Ann Math 137 (1993) 203-220). Yes, Pyber showed that for any m>0, if f(m) denotes the number of isomorphism classes of groups of order m, and x is the highest exponent of any prime dividing m, then 2 (2/27 + o(1))x f(m)