Ravenel, Douglas - Department of Mathematics, University of Rochester

• THE FIRST COHOMOLOGY GROUP OF THE GENERALIZED MORAVA STABILIZER ALGEBRA
• TOWARD HIGHER CHROMATIC ANALOGS OF ELLIPTIC COHOMOLOGY AND TOPOLOGICAL MODULAR FORMS
• Setting up the Adams Spectral Sequence In this chapter we introduce the spectral sequence that will be our main object
• A solution to the Arf-Kervaire invariant problem I
• A Survey of Elliptic Cohomology April 19, 2007
• Lecture 5: The Reduction, Periodicity and Fixed Point Theorems A solution to the Arf-Kervaire
• THE TRIPLE LOOP SPACE APPROACH TO THE TELESCOPE CONJECTURE
• Contemporary Mathematics Notes on the Hopkins-Miller Theorem
• Overview of the Mike Hopkins
• ON MICHEL KERVAIRE'S WORK IN SURGERY AND KNOT THEORY
• The Classical Adams Spectral Sequence In Section 1 we make some simple calculations with the Adams spectral se
• Complex Cobordism and Stable Homotopy Groups of Spheres
• A solution to the Arf-Kervaire invariant
• COMPUTATION OF THE HOMOTOPY OF THE SPECTRUM tmf TILMAN BAUER
• 22 I. EQUIVARIANT CELLULAR AND HOMOLOGY THEORY Our results on G-CW approximation of G-spaces and on cellular approximation
• Contemporary Mathematics What we still don't know about loop spaces of spheres
• COMPLEX COBORDISM THEORY FOR NUMBER THEORISTS Douglas C. Ravenel
• chi-l A solution to the Arf-Kervaire invariant problem II
• APPENDIX A3 Tables of Homotopy Groups of Spheres
• APPENDIX A1 Hopf Algebras and Hopf Algebroids
• GROSS-HOPKINS DUALITY N. P. STRICKLAND
• THE SEGAL CONJECTURE FOR CYCLIC GROUPS DOUGLAS C. RAVENEL
• THE HOMOTOPY OF THE K(2)-LOCAL MOORE SPECTRUM AT THE PRIME 3 REVISITED
• Automorphic forms and cohomology theories on Shimura curves of small discriminant
• Acta Mathematica Sinica, English Series Jan., 2006, Vol. 22, No. 1, pp. 1322
• Morava Stabilizer Algebras In this chapter we develop the theory which is the mainspring of the chromatic
• A solution to the Arf-Kervaire invariant
• Advances in Mathematics 215 (2007) 569600 www.elsevier.com/locate/aim
• THE METHOD OF INFINITE DESCENT IN STABLE HOMOTOPY THEORY I
• The fundamental theorem of alternating functions Matthieu Romagny
• Annals of Mathematics The (n + 2)nd Homotopy Group of the n-Sphere
• Acta Mathematica Sinica, English Series Mar., 2008, Vol. 24, No. 3, pp. 471490
• Contemporary Mathematics Volume 00, 0000
• Elliptic curves: what they are, why they are called elliptic, and why
• Morava Stabilizer Algebras In this chapter we develop the theory which is the mainspring of the chromatic
• A solution to the Arf-Kervaire invariant
• Math. Z. 152,287-297 (1977) Mathematische Zeitschrift
• Factorization of Chebyshev Polynomials Mohamed Omar Rayes
• A GEOMETRICAL OBSERVATION ON THE ARF INVARIANT OF A FRAMED MANIFOLD
• The Hopf ring for P(n) Douglas C. Ravenel
• MATHEMATICS SECOND SERIES, VOL. 171, NO. 1
• A solution to the Arf-Kervaire invariant
• Invent. math. 79, 95-123(1985) Inventione$ mathematicae
• mathematical work of Bob
• Toward a Global Understanding of the Homotopy Groups of Spheres Mark E. Mahowald
• Lecture 6: The detection theorem A solution to the Arf-Kervaire
• arXiv:math.AT/9401220v11Jan1994 APPEARED IN BULLETIN OF THE
• Annals of Mathematics Equivariant Stable Homotopy and Segal's Burnside Ring Conjecture
• PACIFIC JOURNAL OF MATHEMATICS Vol. 155, No. 1, 1992
• Summary version for the Kervaire invariant workshop, prepared in haste: caveat emptor.
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant
• Drawing by Carolyn Snaith, 1981 THE ARF-KERVAIRE INVARIANT PROBLEM
• ON THE EXISTENCE OF THE SELF MAP v 9 SMITH-TODA COMPLEX V (1) AT THE PRIME 3
• A Software Driven Undergraduate Fractal Course Douglas C. Ravenel
• Artin-Schreier curves and higher elliptic cohomology
• The Kervaire invariant problem October 25, 2010
• A solution to the Arf-Kervaire invariant
• Morava Ktheories of Classifying Spaces and Generalized Characters for Finite Groups
• * Corresponding author. Tel.: #734-764-0374; fax: #734-763-0937. E-mail address: ikriz@math.lsa.umich.edu (I. Kriz)
• ELLIPTIC SPECTRA, THE WITTEN GENUS AND THE THEOREM OF THE M. ANDO, M. J. HOPKINS, AND N. P. STRICKLAND
• CHAPTER 4: THE IMAGE OF J I. Introduction
• BPTheory and the Adams--Novikov Spectral In this chapter we turn to the main topic of this book, the Adams--Novikov
• Computing Stable Homotopy Groups with the Adams--Novikov Spectral Sequence
• APPENDIX A2 Formal Group Laws
• Morava Hopf algebras and spaces K(n) equivalent to finite Postnikov systems
• Araki, S. and Iriye, K. Osaka J. Math.
• ON -ELEMENTS IN THE ADAMS-NOVIKOV SPECTRAL October 20, 2008
• A note on the thick subcategory theorem Alain Jeanneret
• BULLETIN (New Series) OF THE AMERICAN MATHEMATICAL SOCIETY
• Quasi-coherent sheaves on the Moduli Stack of Formal Groups
• A solution to the Arf-Kervaire invariant
• http://www.jstor.org The Adams-Novikov E2-Term for a Complex with p Cells
• TOWARD HIGHER CHROMATIC ANALOGS OF ELLIPTIC COHOMOLOGY AND TOPOLOGICAL MODULAR FORMS
• Publ. RIMS, Kyoto Univ. 22 (1986), 767-800
• Contemporary Mathematics Volume 00, 0000
• A solution to the Arf-Kervaire invariant
• THE 7-CONNECTED COBORDISM RING AT p = 3 MARK A. HOVEY AND DOUGLAS C. RAVENEL
• Geometric approach to stable homotopy groups of spheres II. The Kervaire invariant
• CHAPTER 7: THE NEW STEMS (n~, 46 ~ N ~ 84) 1. Introduction
• Topology Vol. IS, pp. 149-153. Pergamon Press, 1976. Printed in Great Britain THE STRUCTURE OF BPJ3P MODULO AN
• A Guide to Mackey Functors School of Mathematics, University of Minnesota, Minneapolis MN 55455, USA
• A new angle on the stable homotopy groups of spheres
• ROOT INVARIANTS IN THE ADAMS SPECTRAL SEQUENCE MARK BEHRENS
• Bibliography Adams, J. F.
• The Kervaire Invariant Mathematics Institute, University of Warwick
• ON THE PERIODICITY THEOREM FOR COMPLEX VECTOR BUNDLES
• A Fractal-Like Algebraic Splitting of the Classifying Space for Vector Bundles V. Giambalvo; David J. Pengelley; Douglas C. Ravenel
• Contemporary Mathematics The Microstable Adams-Novikov Spectral Sequence
• Homology, Homotopy and Applications, vol. 10(1), 2008, pp.136 TOWARD HIGHER CHROMATIC ANALOGS OF ELLIPTIC
• Series Logo Volume 00, Number 00, Xxxx 19xx
• Journalof Pure and Applied Algebra 32 (1984) 327-345 North-Holland
• fixed point sets of finite
• TOWARD HIGHER CHROMATIC ANALOGS OF ELLIPTIC DOUGLAS C. RAVENEL
• Toward higher chromatic analogs of elliptic cohomology and
• ELLIPTIC CURVES: WHAT THEY ARE, WHY THEY ARE CALLED ELLIPTIC, AND WHY TOPOLOGISTS LIKE THEM, I
• An introduction to elliptic cohomology and topological
• Toward higher chromatic analogs of elliptic cohomology and
• Topological Algebraic Geometry Workshop Oslo, September 4th-8th, 2006
• Beyond elliptic cohomology and TMF: where number theory and stable homotopy
• Global Methods in Homotopy Theory Hopes and dreams about
• MIT Topology Seminar Toward higher chromatic analogs of tmf
• Higher chromatic generalizations of elliptic Douglas C. Ravenel
• TOWARD HIGHER CHROMATIC ANALOGS OF ELLIPTIC COHOMOLOGY
• TOWARD HIGHER CHROMATIC ANALOGS OF ELLIPTIC DOUGLAS C. RAVENEL
• Toward higher chromatic analogs of elliptic cohomology
• Lin Jinkun's work on the Adams spectral sequence
• Some early and mathematical work
• THE FIRST ADAMS-NOVIKOV DIFFERENTIAL FOR THE SPECTRUM T(m)
• THE METHOD OF INFINITE DESCENT IN STABLE HOMOTOPY THEORY II
• Submitted exclusively to the London Mathematical Society doi:10.1112/0000/000000
• A Definition of Exotic Characteristic Classes of Spherical Fibrations
• BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY
• BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY
• Journal of Pure and Applied Algebra 9 (1977) 241-280. North-Holland Publishing Company
• Vol. 44, No. 2 DUKE MATHEMATICAL JOURNAL@ June 1977 MORAVA STABILIZER ALGEBRAS AND THE
• Math. Proc. Camb. Phil. Soc. (1978), 83, 429 4 2 9 Printed in Great Britain
• Topology Vol. 21. No. 4, pp. 373-391. 1982 Printed in Great Britain.
• http://www.jstor.org The Segal Conjecture for Cyclic Groups and its Consequences
• Progress Report on the Telescope Conjecture Douglas C. Ravenel
• The Homology and Morava Ktheory
• Life after the telescope conjecture [To appear in Algebraic K-theory and Algebraic Topology, edited by
• THE ROOT INVARIANT IN HOMOTOPY THEORY
• Some variations on the telescope conjecture Douglas C. Ravenel
• BROWN-PETERSON COHOMOLOGY FROM MORAVA DOUGLAS C. RAVENEL, W. STEPHEN WILSON, AND NOBUAKI YAGITA
• THE THOMIFIED EILENBERG-MOORE SPECTRAL MARK MAHOWALD, DOUGLAS C. RAVENEL AND PAUL SHICK
• ON THE GENERALIZED NOVIKOV FIRST EXT GROUP MODULO A PRIME
• THE CHROMATIC EXT GROUPS Ext0 (m+1)(BP, M1
• ON THE NON-EXISTENCE OF ELEMENTS OF KERVAIRE INVARIANT ONE
• Complex Cobordism and Stable Homotopy Groups of Spheres
• The Classical Adams Spectral Sequence In Section 1 we make some simple calculations with the Adams spectral se-
• CHAPTER 4 BP-Theory and the AdamsNovikov Spectral
• Computing Stable Homotopy Groups with the AdamsNovikov Spectral Sequence
• Bibliography Adams, J. F.
• arXiv:1012.5020v1[math.AT]22Dec2010 LOCALISATION AND COMPLETION
• Journal of Mathematical Sciences, Vol. 159, No. 6, 2009 GEOMETRIC APPROACH TO STABLE
• arXiv:0801.1412v1[math.GT]9Jan2008 15, 31, 63, 127
• RELATIONS AMONGST TODA BRACKETS AND THE KERVAIRE INVARIANT IN DIMENSION 62
• TOPOLOGICAL AUTOMORPHIC FORMS ON U(1, 1) MARK BEHRENS AND TYLER LAWSON
• arXiv:0712.3476v1[math.AT]20Dec2007 ON CYCLIC FIXED POINTS OF SPECTRA
• Annals of Mathematics The Kervaire Invariant of Framed Manifolds and its Generalization
• On the homotopy groups of BPL and PLIO
• Journal of Algebra 288 (2005) 445462 www.elsevier.com/locate/jalgebra
• arXiv:math/0304099v1[math.AT]7Apr2003 AN ATIYAH-HIRZEBRUCH SPECTRAL SEQUENCE FOR
• A SHORT NOTE ON MODELS FOR EQUIVARIANT HOMOTOPY THEORY
• CENTRALIZERS OF ELEMENTARY ABELIAN p -SUBGROUPS AND MOD -p -COHOMOLOGY OF PROFINITE GROUPS
• Contemporary Mathematics Volume 00, 0000
• Math.Z. 144,55-75 (1975) 9 by Springer-Verlag1975
• Annals of Mathematics Groups of Homotopy Spheres: I
• Math. Z. 226, 103125 (1997) c Springer-Verlag 1997
• CHAPTER 2: TODA BRACKETS 1. Introduction
• CHAPTER 3: LOW DIMENSIONAL COMPUTATIONS 1. Introduction
• CHAPTER S: The Japanese Stems (~N' 9 ~ N ~ 31) I. Introduction
• CHAPTER 8: THE ELEMENTS OF ARF INVARIANT ONE i. Introduction
• The Kervaire invariant in homotopy theory Mark Mahowald and Paul Goerss
• Equivariant orthogonal spectra and S-modules M.A. Mandell
• EQUIVARIANT HOMOTOPY AND COHOMOLOGY The author acknowledges the support of the NSF
• 102 IX. AN INTRODUCTION TO EQUIVARIANT STABLE HOMOTOPY 5. RO(G)-graded homology and cohomology
• Annals of Mathematics On Manifolds Homeomorphic to the 7-Sphere
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:0712.1032v1[math.AT]6Dec2007 MOONSHINE ELEMENTS IN ELLIPTIC COHOMOLOGY
• arXiv:1011.2471v1[math.AT]10Nov2010 On the secondary Steenrod algebra
• Exotic spheres and the Kervaire invariant Addendum to the slides
• Digital Object Identifier (DOI) 10.1007/s002090200415 Math. Z. 241, 271311 (2002)
• Algebraic models for rational equivariant stable homotopy theory
• Topology 41 (2002) 11831198 www.elsevier.com/locate/top
• THE ARF-KERVAIRE INVARIANT OF FRAMED VICTOR P. SNAITH
• FORMAL SCHEMES AND FORMAL GROUPS NEIL P. STRICKLAND
• Why are there so theorems about
• ON THE NON-EXISTENCE OF ELEMENTS OF KERVAIRE INVARIANT ONE
• THE ARF-KERVAIRE INVARIANT OF FRAMED VICTOR P. SNAITH
• A wildly popular dance craze Drawing by Carolyn Snaith 1981
• The detection theorem MSRI Hot Topics Workshop
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant problem
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant problem
• A solution to the Arf-Kervaire invariant
• The detection theorem A solution to the Arf-Kervaire
• The periodicity Mike Hopkins
• The periodicity theorem in the solution to the
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant
• Lecture 2: Formal groups laws and the Hopkins-Miller Theorem A solution to the Arf-Kervaire
• A solution to the Arf-Kervaire invariant
• Lecture 4: The slice spectral sequence and the gap theorem A solution to the Arf-Kervaire
• A solution to the Arf-Kervaire invariant
• A solution to the Arf-Kervaire invariant problem
• Some Products of -Elements in the Novikov E2 Term of Moore Spectra Author(s): Jinkun Lin
• Hiroshima Math. J. 31 (2001), 477492
• Acta Mathematica Sinica, English Series Jan., 2002, Vol.18, No.1, pp. 95106
• HIROSHIMA MATH. J. 28 (1998), 183-205
• Acta Mathematica Sinica, English Series Sep., 2008, Vol. 24, No. 9, pp. 15071524
• Forum Math. 19 (2007), 127147 DOI 10.1515/FORUM.2007.005
• PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
• Sophie's Diary by Dora Musielak
• Lecture 3: Equivariant stable homotopy theory A solution to the Arf-Kervaire
• A solution to the Arf-Kervaire invariant problem
• Previous Up Next Article From References: 7
• Annals of Mathematics Problems in Differential and Algebraic Topology. Seattle Conference, 1963
• The Kervaire invariant and surgery theory Edgar H. Brown, Jr.
• A geometric solution of the Kervaire Invariant One problem
• 12 DOUGLAS C. RAVENEL Akhmet'ev's compression theorem
• Geometric approach to stable homotopy groups of spheres II. The
• arXiv:math/0407045v1[math.AT]3Jul2004 COMPUTATION OF THE E3-TERM OF THE ADAMS SPECTRAL SEQUENCE
• http://www.jstor.org Periodic Phenomena in the Adams-Novikov Spectral Sequence
• Topology 45 (2006) 295324 www.elsevier.com/locate/top
• 356 XXIV. BRAVE NEW EQUIVARIANT ALGEBRA Thus, when it holds, the localization theorem for A implies a calculation of
• AN INTRODUCTION TO ELLIPTIC COHOMOLOGY AND TOPOLOGICAL MODULAR FORMS
• A solution to the Arf-Kervaire invariant
• arXiv:0804.3164v2[math.AT]18Jan2009 The Arf-Kervaire invariant of framed manifolds
• Acta Mathematica Sinica, English Series Jun., 2007, Vol. 23, No. 6, pp. 10251032
• PACIFIC JOURNAL OF MATHEMATICS Vol. 57, No.2, 1975
• ON THE EILENBERG-MOORE SPECTRAL SEQUENCE FOR GENERALIZED COHOMOLOGY THEORIES
• The Kervaire Invariant (joint work with Mike Hill and Doug Ravenel)
• THE ARF-KERVAIRE PROBLEM IN ALGEBRAIC TOPOLOGY: SKETCH OF THE PROOF
• The Chromatic Spectral Sequence The spectral sequence of the title is a mechanism for organizing the Adams{
• A modular description of the K(2)local sphere at the prime 3
• X-THEORY AND REALITY By M. F. ATIYAH
• 18 DOUGLAS C. RAVENEL Commentary on Akhmetiev's main paper, partially translated by Landwe-
• SUPPLEMENTARY NOTES FOR MATH 512 (VERSION 0.17)
• GENERALIZED GROUP CHARACTERS AND COMPLEX ORIENTED COHOMOLOGY THEORIES
• Errata for Nilpotence and periodicity in stable homotopy theory (Annals Of Mathematics Study No. 128, Princeton University Press, 1992) by Dou-
• A geometrical proof of Browder's result on the vanishing of the Kervaire invariant
• The periodicity Mike Hopkins
• A solution to the Arf-Kervaire invariant
• A NOTE ON THE KERVAIRE INVARIANT JOHN JONES AND ELMER REES
• Math. Proc. Camb. Phil. Soc. (1981), 90, 483 4 8 3 Printed in Great Britain
• 180 XIV. AN INTRODUCTION TO EQUIVARIANT K-THEORY after completion for any G-CW complex E constructed using cells G=H+ ^Sn for
• A solution to the Arf-Kervaire invariant problem
• A solution to the Arf-Kervaire invariant
• The Structure of Morava Stabilizer Algebras. Ravenel, Douglas C.
• BIPOLYNOMIAL KOPF ALGEBRAS 0. Introduction
• An introduction to equivariant homotopy Consider compact Lie groups G
• THE SMITH-TODA COMPLEX V ((P + 1)/2) DOES NOT EXIST. 1 The Smith-Toda complex V ((p + 1)/2) does
• ON DEGENERATION OF ONE-DIMENSIONAL FORMAL GROUP LAWS AND APPLICATIONS TO STABLE HOMOTOPY THEORY
• II. Z/2[3]
• PACIFIC JOURNAL OFMATHEMATICS Vol. 157, No. 2, 1993
• Bousfield localization functors and Hopkins' zeta conjecture
• A NEW ANGLE ON THE STABLE HOMOTOPY GROUPS OF JOINT WORK WITH MIKE HILL AND MIKE HOPKINS
• http://www.jstor.org Localization with Respect to Certain Periodic Homology Theories
• CHAPTER 1.1 Homotopy theories and model categories
• A solution to the Arf-Kervaire invariant problem I
• Geometric approach to stable homotopy groups of spheres. I. The Hopf invariant
• A solution to the Arf-Kervaire invariant
• Suspension Spectra are Harmonic In memory of Jose Adem
• The Periodicity Theorem in the solution to the
• A solution to the Arf-Kervaire invariant
• INVERTIBLE SPECTRA IN THE E(n)-LOCAL STABLE HOMOTOPY CATEGORY
• A solution to the Arf-Kervaire invariant problem III
• Z .JOURNAL OF ALGEBRA 183, 378 395 1996 ARTICLE NO. 0226
• J. Math. Soc. Japan Vol. 20, Nos. 1-2, 1968
• Toward higher chromatic analogs of elliptic Doug Ravenel
• 1. What is elliptic cohomology? Definition 1. For a ring R, an R-valued genus on a class of closed manifolds is a
• AXIOMATIC STABLE HOMOTOPY THEORY MARK HOVEY, JOHN H. PALMIERI, AND NEIL P. STRICKLAND
• FROM ELLIPTIC CURVES TO HOMOTOPY THEORY MIKE HOPKINS AND MARK MAHOWALD
• On the Nilpotence Order of 1 Chun-Nip Lee
• APPENDIX A2 Formal Group Laws
• 270 XX. THE SEGAL CONJECTURE explain in the next section, we can analyze the singular terms in (4.2) in terms of
• http://www.jstor.org The Morava K-Theories of Eilenberg-MacLane Spaces and the Conner-Floyd Conjecture
• An Introduction to the Homotopy Groups This chapter is intended to be an expository introduction to the rest of the book.
• http://www.elsevier.com/locate/aim Advances in Mathematics 189 (2004) 325412
• COMPLEX ORIENTED COHOMOLOGY THEORIES AND THE LANGUAGE COURSE NOTES FOR 18.917, TAUGHT BY MIKE HOPKINS
• VO~.41 NO. 6 SCIENCE IN CHINA (Series A) June 1998 The convergence of ain) h hkit
• ELLIPTIC CURVES: WHAT THEY ARE, WHY THEY ARE CALLED ELLIPTIC, AND WHY TOPOLOGISTS LIKE THEM, II
• An Introduction to the Homotopy Groups This chapter is intended to be an expository introduction to the rest of the book.
• An equivariant approach to the Riemann Hypothesis
• Lecture 1: History and background of the problem A solution to the
• Pergamon Topobgy Vol. 34. No. 2. pp. 48-488. 1995 Copyright 0 1995 ElsevierScienceLtd
• CHAPTER 1: INTRODUCTION 1. History of the Problem
• Journal of Pure and Applied Algebra 19 (1980) 299-316 G North-Holland Publishing Company
• DOI 10.1007/s00591-010-0072-8 MATHEMATIK IN FORSCHUNG UND ANWENDUNG
• Elliptic curves: what they are, why they are called elliptic, and why
• A guided tour of the EHP sequence Happy Birthday Joe!
• Constructing elements with Kervaire invariant one October 25, 2010
• K(1)-LOCAL E RING SPECTRA M. J. HOPKINS
• Math. Proc. Camb. Phil. Soc. (1997), 121, 465 Printed in Great Britain
• Kervaire invariant and Whitehead square Martin Frankland
• CHAPTER 2 Setting up the Adams Spectral Sequence
• CHAPTER 6: The Chicago Stems (~, 32 ~ N ~ 45) !. Introduction
• APPENDIX A1 Hopf Algebras and Hopf Algebroids
• CHAPTER 2 Setting up the Adams Spectral Sequence
• LIN JINKUN'S WORK ON THE ADAMS SPECTRAL UR TOPOLOGY SEMINAR
• An introduction to stable homotopy "Abelian groups up to homotopy"
• APPENDIX A3 Tables of Homotopy Groups of Spheres
• Z .JOURNAL OF ALGEBRA 190, 487 497 1997 ARTICLE NO. JA966890
• TOWARD THE HOMOTOPY GROUPS OF THE HIGHER REAL K-THEORY EO2
• PREREQUISITES (ON EQUIVARIANT STABLE HOMOTOPY) FOR CARLSSONS'S LECTURE.
• Seminaire BOURBAKI Novembre 2010 63`eme annee, 2010-2011, no 1029
• John Milnor Institute for Mathematical Sciences
• arXiv:1005.1005v2[math.AT]22Aug2011 Geometric approach to stable homotopy
• Topopnlo~yVol. 19. pp. 427-W 0 Pergamon Press Ltd.. 1980. Printed in Great Britain
• Journal of Pure and Applied Algebra 17 (1980) 267-284 @ North-Holland Publishing Company
• arXiv:1011.5717v2[math.AT]22Aug2011 Geometric approach to stable homotopy
• Journal of Pure and Applied Algebra 18 (1980) 17-35 @ North-Holland Publishing Company
• The 3-primary Arf-Kervaire invariant
• arXiv:1107.3582v1[math.AT]18Jul2011 THE EQUIVARIANT SLICE FILTRATION: A PRIMER
• Geometry & Topology GGG Volume 2 (1998) 145174
• Math. Z. 222, 391-405 (1996) Mathematische
• The 3-primary Arf-Kervaire invariant problem Mike Hill University of Virginia
• The Structure of Mackey Functors Author(s): Jacques Thevenaz and Peter Webb
• arXiv:1011.5717v3[math.AT]26Jan2012 Geometric approach to stable homotopy