
- Polynomials and the Steenrod Algebra Grant Walker and Reg Wood
- ON THE DETERMINATION OF K*(K) USING THE CONNER-FLOYD ISOMORPHISM
- CLOSED FORMULAS FOR REPRESENTING PRIMES BY BINARY QUADRATIC FORMS
- HENSEL'S LEMMA AND THE DIVISIBILITY BY PRIMES OF STIRLING-LIKE NUMBERS
- THE UNIVERSAL VON STAUDT THEOREMS Francis Clarke
- Introduction to the Steenrod algebra R. M. W. Wood
- p-adic ANALYSIS AND OPERATIONS IN K-THEORY Francis Clarke
- RINGS WITH A LOCAL COHOMOLOGY THEOREM AND APPLICATIONS TO COHOMOLOGY RINGS OF GROUPS.
- EQUIVARIANT FORMS OF CONNECTIVE K THEORY J.P.C.GREENLEES
- Change of groups functors in algebra and Introduction to Part II.
- AN ALGEBRAIC MODEL FOR RATIONAL TORUS-EQUIVARIANT J. P. C. GREENLEES AND B. SHIPLEY
- SPECTRA FOR COMMUTATIVE ALGEBRAISTS. J.P.C.GREENLEES
- LOCAL COHOMOLOGY IN EQUIVARIANT TOPOLOGY J.P.C.GREENLEES
- Contemporary Mathematics First steps in brave new commutative algebra.
- ISSN 1360-1725 Manchester Centre for
- Knots and Surfaces 20078 Solution Sheet 6
- LMS-EPSRC SHORT COURSE ON ALGEBRAIC TOPOLOGY, SWANSEA, JULY 2005
- The RSE is Scottish Charity SC000470 RSE Launches new Young Academy
- EQUIVARIANT FORMAL GROUP LAWS AND COMPLEX ORIENTED COHOMOLOGY THEORIES.
- Faculty of Computing www.londonmet.ac.uk/computing
- Mathematics & Statistics.
- This edition of the London Mathematical Society's Publications Catalogue lists: journals published by the Society itself;
- RATIONAL TORUS-EQUIVARIANT STABLE HOMOTOPY I: CALCULATING GROUPS OF STABLE MAPS.
- RATIONAL MACKEY FUNCTORS FOR COMPACT LIE GROUPS J.P.C.GREENLEES.
- MULTIPLICATIVE EQUIVARIANT FORMAL GROUP LAWS. J.P.C.GREENLEES
- COMPLETE MODULES AND TORSION MODULES W. G. DWYER AND J. P. C. GREENLEES
- EQUIVARIANT FORMAL GROUP LAWS. MICHAEL COLE, J.P.C.GREENLEES, AND I.KRIZ
- ISSN 1472-2739 (on-line) 1472-2747 (printed) 31 Algebraic & Geometric Topology
- Friends in High Places ROGER WEBSTER and GARETH WILLIAMS
- Poincare and his infamous Conjecture Gareth Williams
- POINCARE DUALITY FOR K-THEORY OF EQUIVARIANT COMPLEX PROJECTIVE SPACES
- PhD Projects with Jelena Grbic My research interests lie, broadly saying, in the area of Homotopy
- AN INTRODUCTION TO K-THEORY FRANCIS CLARKE
- RATIONAL SO(3)-EQUIVARIANT COHOMOLOGY THEORIES. J.P.C.GREENLEES
- VARIETIES AND LOCAL COHOMOLOGY FOR CHROMATIC GROUP COHOMOLOGY RINGS.
- Finiteness in derived categories of local rings W. Dwyer, J. P. C. Greenlees and S. Iyengar
- THE UNIVERSALITY OF EQUIVARIANT COMPLEX BORDISM MICHAEL COLE, J.P.C.GREENLEES, AND I.KRIZ
- COMMUTATIVE ALGEBRA FOR COHOMOLOGY RINGS OF VIRTUAL DUALITY GROUPS.
- Mathematics Classification.
- 20 J.P.C.GREENLEES AND R.R.BRUNER [Mahowald and Ravenel 1993] M.E.Mahowald and D.C.Ravenel, ``The root invariant in homotopy
- Postgraduate Prospectus 2011 admissions
- 1991 Mathematics Subject Classification. Primary 55N91 55P41 55P42 55P62 Secondary 18E30 19D55 19L47 20C99 55T15 55T25.
- Tensor and Hom in algebra and topology. Introduction.
- RATIONAL O(2)EQUIVARIANT COHOMOLOGY THEORIES. J.P.C.GREENLEES
- A Few Mathematical Puzzles (They are not easy!)
- Elliptic Cohomology Prospects in Mathematics
- The London Mathematical Society is the UK's learned society for mathematics. Founded in 1865 for the promotion and extension of mathematical knowledge, the Society has a membership of over 2500 drawn from all parts of the UK and overseas. Its principal
- EQUIVARIANT CONNECTIVE K THEORY FOR COMPACT LIE GROUPS
- The connective Ktheory of finite groups. R. R. Bruner
- RATIONAL S 1 -EQUIVARIANT ELLIPTIC COHOMOLOGY. (VERSION 5.2)
- CIRCLE-EQUIVARIANT CLASSIFYING SPACES AND THE RATIONAL EQUIVARIANT SIGMA GENUS
- &'(')'012234225 6789@AB9C DE FGHE I PQRSTUVGIW SURXTVQSTGUR UP I VITGURIW Y`aEbQGHIVGIRT SUcUdUWUFe TcEa
- RATIONAL TORUS-EQUIVARIANT STABLE HOMOTOPY II: THE ALGEBRA OF LOCALIZATION AND INFLATION.
- TRIANGULATED CATEGORIES OF RATIONAL EQUIVARIANT COHOMOLOGY THEORIES.
- Knots and Surfaces 201011 Problem Sheet 1
- Knots and Surfaces 20078 Solution Sheet 7
- But what is it really like? Diane Doran
- Data Protection Policy Page 1 DATA PROTECTION POLICY
- SCHOOL of MATHEMATICS, STATISTICS and ACTUARIAL SCIENCE MERIT LIST 2010
- Graduate Teaching Assistants (GTA) (Department of Mathematical Sciences)
- ISSN 1360-1725 Manchester Centre for
- ISSN 1360-1725 Manchester Centre for
- ISSN 1360-1725 Manchester Centre for
- RAL-TR-2010-001 January 2010
- MSOR Connections Vol 8 No 4 November 2008 January 2009 Background and aims
- Orbifold Conformal Field Theory and Cohomology of the Monster
- LECTLTHES ON TEE h-COBORDISM THEOREM JOHN MILNOR
- TATE COHOMOLOGY IN AXIOMATIC STABLE HOMOTOPY THEORY. J. P. C. GREENLEES
- CONNECTED LIE GROUPS THAT ACT FREELY ON A PRODUCT OF LINEAR SPHERES.
- LOCALIZATION AND DUALITY IN TOPOLOGY AND MODULAR REPRESENTATION THEORY
- !__________________|_ 3 | ! 3
- Contemporary Mathematics First steps in brave new commutative algebra.
- RATIONAL S1-EQUIVARIANT ELLIPTIC COHOMOLOGY. (VERSION 5.2)
- RATIONAL O(2)-EQUIVARIANT COHOMOLOGY THEORIES. J.P.C.GREENLEES
- EQUIVARIANT STABLE HOMOTOPY THEORY J.P.C. GREENLEES AND J.P. MAY
- AUGMENTATION IDEALS OF EQUIVARIANT COHOMOLOGY RINGS. J.P.C.GREENLEES
- THE COEFFICIENT RING OF EQUIVARIANT HOMOTOPICAL BORDISM CLASSIFIES EQUIVARIANT FORMAL GROUP LAWS OVER
- THE COEFFICIENT RING OF EQUIVARIANT HOMOTOPICAL BORDISM CLASSIFIES EQUIVARIANT FORMAL GROUP LAWS OVER
- Applications. Introduction to Part III.
- Rational S 1 equivariant stable homotopy J.P.C.Greenlees
- Mackey functors. The algebra of Mackey functors for the circle group is so much simpler than that of a
- TATE COHOMOLOGY IN AXIOMATIC STABLE HOMOTOPY THEORY. J. P. C. GREENLEES
- Contemporary Mathematics Spectra for commutative algebraists.
- Rational S 1 equivariant stable homotopy J.P.C.Greenlees
- Publications and Preprints of J.P.C.Greenlees Authors are listed in alphabetical order.
- AN ALGEBRAIC MODEL FOR RATIONAL TORUS-EQUIVARIANT SPECTRA
- ALGEBRAIC GROUPS AND EQUIVARIANT COHOMOLOGY THEORIES.
- TATE COHOMOLOGY OF THEORIES WITH ONE DIMENSIONAL COEFFICIENT RING.
- MULTIPLICATIVE EQUIVARIANT FORMAL GROUP LAWS. J.P.C.GREENLEES
- THE UNIVERSALITY OF EQUIVARIANT COMPLEX BORDISM MICHAEL COLE, J.P.C.GREENLEES, AND I.KRIZ
- SPECTRA FOR COMMUTATIVE ALGEBRAISTS. J.P.C.GREENLEES
- 1 Rational S -equivariant stable homotopy
- RATIONAL TORUS-EQUIVARIANT STABLE HOMOTOPY I: CALCULATING GROUPS OF STABLE MAPS.
- EQUIVARIANT FORMAL GROUP LAWS. MICHAEL COLE, J.P.C.GREENLEES, AND I.KRIZ
- LOCALIZATION AND COMPLETION THEOREMS FOR MU-MODULE SPECTRA
- LOCAL COHOMOLOGY IN EQUIVARIANT TOPOLOGY J.P.C.GREENLEES
- Contemporary Mathematics Spectra for commutative algebraists.
- TRIANGULATED CATEGORIES OF RATIONAL EQUIVARIANT COHOMOLOGY THEORIES.
- THE BREDON-LO"FFLER CONJECTURE. J.P.C.GREENLEES AND R.R.BRUNER
- Ordering in the UK and Europe TELEPHONE: +44 (0) 1536 741 727
- ALGEBRAIC GROUPS AND EQUIVARIANT COHOMOLOGY J.P.C.GREENLEES
- LOCALIZATION AND DUALITY IN TOPOLOGY AND MODULAR REPRESENTATION THEORY
- Leicester University Financial Training Department of Mathematics
- Sheffield Homotopy Miniconference 1997 (second announcement)
- COMMUTATIVE ALGEBRA IN GROUP COHOMOLOGY. J.P.C.GREENLEES.
- Mon. Not. R. Astron. Soc. 000, 000000 (0000) Printed 3 June 2011 (MN LATEX style file v2.2) Mock weak lensing analysis of simulated galaxy clusters
- EQUIVARIANT CONNECTIVE K THEORY FOR COMPACT LIE GROUPS
- COMMUTATIVE ALGEBRA FOR COHOMOLOGY RINGS OF VIRTUAL DUALITY GROUPS.
- COMPLETIONS IN ALGEBRA AND TOPOLOGY J.P.C. GREENLEES AND J.P. MAY
- RINGS WITH A LOCAL COHOMOLOGY THEOREM AND APPLICATIONS TO COHOMOLOGY RINGS OF GROUPS.
- RATIONAL TORUS-EQUIVARIANT STABLE HOMOTOPY II: THE ALGEBRA OF LOCALIZATION AND INFLATION.
- ALGEBRAS OVER EQUIVARIANT SPHERE SPECTRA A. D. ELMENDORF AND J. P. MAY
- COMMUTATIVE ALGEBRA IN GROUP COHOMOLOGY. J.P.C.GREENLEES.
- RATIONAL SO(3)-EQUIVARIANT COHOMOLOGY THEORIES. J.P.C.GREENLEES
- CIRCLE-EQUIVARIANT CLASSIFYING SPACES AND THE RATIONAL EQUIVARIANT SIGMA GENUS
- EQUIVARIANT FORMAL GROUP LAWS AND COMPLEX ORIENTED COHOMOLOGY THEORIES.
- COMMUTATIVE ALGEBRA FOR COHOMOLOGY RINGS OF CLASSIFYING SPACES OF COMPACT LIE GROUPS.
- EQUIVARIANT FORMS OF CONNECTIVE K THEORY J.P.C.GREENLEES
- RATIONAL MACKEY FUNCTORS FOR COMPACT LIE GROUPS I.
- Finiteness in derived categories of local rings W. Dwyer, J. P. C. Greenlees and S. Iyengar
- VARIETIES AND LOCAL COHOMOLOGY FOR CHROMATIC GROUP COHOMOLOGY RINGS.
- NEW STUDENTS 2011/12 UNDERGRADUATE PROGRAMMES Monday 19 Sept
- Autumn term timetable 2011/12 subject to changes -rooms to be announced
- SCHOOL of MATHEMATICS, STATISTICS and ACTUARIAL SCIENCE MERIT LIST 2011
- Using principal curves to analyze traffic patterns on Jochen Einbeck
- MAS331 METRIC SPACES Assignment 1 Solutions 1. Starting with x0 = 0, y0 = 0, we get
- MAS331: Metric spaces Solutions 2
- 1. X and ; are open subsets of X. 2. The union of any number of closed subsets of X is again closed.
- 2. E is bounded below if it has a lower bound. 3. A number I 2 R is an infimum, or greatest lower bound, if
- MAS331: Metric spaces Solutions 5
- MAS331: Metric spaces Solutions 6
- MAS331: Metric spaces Solutions 1
- Metric Spaces -Additional Examples Metric spaces turn up all over mathematics. Here's some interesting
- f1(x0), f2(x0), f3(x0), . . ., and to define f(x0) as the limit of these values. But we don't even know that this sequence converges for any value of x0! However, we can use the
- SCHOOL OF MATHEMATICS AND STATISTICS Autumn Semester 20092010 PMA307 Metric Spaces 2 hours 30 minutes
- MAS331: Metric spaces Solutions 4
- MAS331: Metric spaces Solutions 3
- Continuing in this way, we get the general result that (f2)(x)| 6 LN
- MAS331: Metric spaces The questions that have been marked with an asterisk are `additional', and are usually more
- Definition 2.28. Let (X, d) be a metric space, and let Y be a subset of X. Then there is a new metric space (Y, dY ), with dY defined by
- SCHOOL OF MATHEMATICS AND STATISTICS Autumn Semester MAS331 Metric Spaces 2 hours 30 minutes
- It's worth noting that if A is closed in X, and if f : X ! Y is continuous, then f(A) need not be closed in Y . For example, consider the map
- 4 Closed and Open Sets. We now know the general framework in which we can study convergence of iterative
- MAS331: Metric spaces Lecturer: John Greenlees
- MAS331 METRIC SPACES Background Information
- KESS Scholarship Aberystwyth University are seeking to recruit a 3-year PhD student to work on a project entitled
- Solutions to PMA307, Metric Spaces, 2009-10 1. (i) A metric space consists of a non-empty set X, together with a
- Solutions to MAS 331, Metric Spaces, 2010-11 1. (i) d is a mapping from X X R which satisfies