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On the Structure and Applications of the STEENROD Algebra. J. F. Adams
On the Non-Existence of Elements of Hopf Invariant One J. F. Adams
Stable homotopy and generalised homology (Google Books link) J. F. Adams
Localisation and completion with an addendum on the use of Brown-Peterson homology in stable homotopy (113 pages, 1973, revised and supplemented, 2010) J. F. Adams, notes by Z. Fiedorowicz
PREREQUISITES (ON EQUIVARIANT STABLE HOMOTOPY) FOR CARLSSONS'S LECTURE. J. F. Adams
Geometric approach towards stable homotopy groups of spheres. Kervaire Invariant (English, 27 pages, January, 2008) P. M. Akhmetiev
Geometric approach towards stable homotopy groups of spheres. Kervaire Invariant. II (English translation of a paper published in 2007, 16 pages) P. M. Akhmetiev
Geometric approach towards stable homotopy groups of spheres. Kervaire Invariant (Russian, 81 pages, May 2009) June, 2009 version (Russian, 85 pages) P. M. Akhmetiev
It is proved that there exists an integer L such that a framed manifold of dimension 2l-2, l >= L has the trivial Kervaire Invariant.
Geometric approach towards stable homotopy groups of spheres. The Steenrod-Hopf Invariant (English, 16 pages, January 2008) P. M. Akhmetiev
Geometric approach towards stable homotopy groups of spheres. The Hopf Invariant (Russian, 99 pages, May 2009) June, 2009 version (Russian, 107 pages) P. M. Akhmetiev
The Arf-Kervaire invariant of framed manifolds as an obstruction to embeddability, 2009  P. M. Akhmetiev, M. Cencelj and D. Repov?s
A geometrical proof of Browder's result on the vanishing of the Kervaire invariant, 1998  Pyotr M. Akhmetiev and Peter J. Eccles
The relationship between framed bordism and skew-framed bordism, 2005  Pyotr M. Akhmetiev and Peter J. Eccles
Elliptic spectra, the Witten genus, and the theorem of the cube  M. Ando, M. J. Hopkins,  and N. P. Strickland
Completions of Z/(p) Tate cohomology of periodic spectra  M. Ando, J. Morava,  and H. Sadofsky
Equivariant stable homotopy groups of spheres with involutions, I  S. Araki and K. Iriye
K-theory and reality, 1966 M. F. Atiyah
On the periodicity theorem for complex vector bundles, 1964 Michael Atiyah and Raoul Bott
RELATIONS AMONGST TODA BRACKETS AND THE KERVAIRE INVARIANT IN DIMENSION 62 M. G. BARRATT, J. D. S. JONES AND M. E. MAHOWALD
Computation of the homotopy of the spectrum tmf Tilman Bauer
ON THE EILENBERG-MOORE SPECTRAL SEQUENCE FOR GENERALIZED COHOMOLOGY THEORIES Tilman Bauer
Secondary derived functors and the Adams spectral sequence Hans Baues and Mamuka Jibladze
Computation of the E3-term of the Adams spectral sequence Hans Baues and Mamuka Jibladze
Papers of Mark Behrens
The homotopy groups of SE(2) at p≥5 revisited Mark Behrens
The Goodwillie tower and the EHP sequence Mark Behrens
ON THE EXISTENCE OF A v232 -SELF MAP ON M(1,4) AT THE PRIME 2 Mark Behrens, Mike Hill, Mike Hopkins and Mark Mahowald
NOTES ON THE CONSTRUCTION OF tmf Mark Behrens
A modular description of the K(2)-local sphere at the prime 3 Mark Behrens
Root invariants in the Adams spectral sequence Mark Behrens
Topological automorphic forms Mark Behrens and Tyler Lawson
Topological automorphic forms on U(1,1) Mark Behrens and Tyler Lawson
ON THE HOMOTOPY OF Q(3) AND Q(5) AT THE PRIME 2 Mark Behrens and Kyle Ormsby
On the existence of the self map v29 on the Smith-Toda  complex V(1) at the prime 3 Mark Behrens and Satya Pemmaraju
ON CYCLIC FIXED POINTS OF SPECTRA Marcel Bokstedt, Bob Bruner, Sverre Lunĝe-Nielsen and John Rognes 
The mod-p lower central series and the Adams spectral sequence A.K. Bousfield, E.B. Curtis, D.M. Kan, D.G. Quillen, D.L. Rector, J.W. Schlesinger 
Generalizations of the Kervaire invariant Edgar H. Brown, Jr. 
Bisets and associated functors, Green functors and Mackey functors, available online Serge Bouc  
THE KERVAIRE INVARIANT OF 8k + 2-MANIFOLDS Edgar H. Brown, Jr. and Franklin P. Peterson 
A SPECTRUM WHOSE Zp COHOMOLOGY IS THE ALGEBRA OF REDUCED pth POWERS Edgar H. Brown, Jr. and Franklin P. Peterson 
The Kervaire invariant of framed manifolds and its generalization William Browder 
On the homotopy groups of BPL and PL/O Greg Brumfiel 
Equivariant stable homotopy and Segal's Burnside ring conjecture Gunnar Carlsson 
The Kervaire invariant of immersions R.L. Cohen, J.D.S. Jones, and M.E.Mahowald  
THE EQUIVARIANT CONNER-FLOYD ISOMORPHISM 1987 STEVEN R. COSTENOBLE  
EVERY K(n)-LOCAL SPECTRUM IS THE HOMOTOPY FIXED POINTS OF ITS MORAVA MODULE DANIEL G. DAVIS AND TAKESHI TORII 
p-adic period map for the moduli space of deformations of a formal group Oleg Demchenko and Alexander Gurevich 
The Action of the Morava Stabilizer Group on the Lubin-Tate Moduli Space of Lifts Ethan S. Devinatz and Michael J. Hopkins
Homotopy fixed point spectra for closed subgroups of the Morava stabilizer groups Ethan S. Devinatz and Michael J. Hopkins
Bordism of G-manifolds and integrality theorems Tammo tom Dieck, 1970
AN ATIYAH-HIRZEBRUCH SPECTRAL SEQUENCE FOR KR-THEORY DANIEL DUGGER, 2003
Homotopy Theories and model categories W. G. Dwyer and J. Spalinski, 1995
Codimension one immersions and the Kervaire invariant one problem Peter J. Eccles 
Kervaire invariant and Whitehead square Martin Frankland, 2009 
Kummer Congruences and Formal Groups Margaret Freije 
The formal group of the Jacobian of an algebraic curve Margaret Freije 
Quasi-coherent sheaves on the Moduli Stack of Formal Groups Paul Goerss 
The homotopy of L2V(1) for the prime 3 Paul Goerss, Hans-Werner Henn and Mark Mahowald 
A resolution of the K(2)-local sphere at the prime 3 Paul Goerss, Hans-Werner Henn, Mark Mahowald and Charles Rezk 
Formal completion of the Jacobian of plane curves and higher real K-theories  V. Gorbounov and M. Mahowald
Toward the homotopy groups of the higher real K-theory EO2  Vassily Gorbounov  and Peter Symonds 
EHP SPECTRA AND PERIODICITY. I: GEOMETRIC CONSTRUCTIONS   Brayton Gray 1993
EHP SPECTRA AND PERIODICITY. II: Λ-ALGEBRA MODELS  Brayton Gray 1993
The periodic Lambda algebra  Brayton Gray 1998
EQUIVARIANT STABLE HOMOTOPY THEORY 
John Greenlees and J. Peter May 
SOME REMARKS ON THE STRUCTURE OF MACKEY FUNCTORS 
John Greenlees and J. Peter May 
The Tate spectrum of vn-periodic complex oriented theories 
John Greenlees and Hal Sadofsky 
The rigid analytic period mapping, Lubin-Tate space, and stable homotopy theory
B. H. Gross and M. J. Hopkins
Gauss sums and the p-adic Γ-function
B. H. Gross and N. Koblitz
A SHORT NOTE ON MODELS FOR EQUIVARIANT HOMOTOPY THEORY  Bert Guillou
 
ON THE DOUBLE SUSPENSION HOMOMORPHISM AT ODD PRIMES  J. R. HARPER AND H. R. MILLER
 
Centralizers of elementary abelian p-subgroups and mod p cohomology of profinite groups  Hans-Werner Henn
 
THE HOMOTOPY OF THE K(2)-LOCAL MOORE SPECTRUM AT THE PRIME 3 REVISITED  HANS-WERNER HENN, NASKO KARAMANOV AND MARK MAHOWALD
 
THE HOMOTOPY GROUPS OF tmf AND OF ITS LOCALIZATIONS  Andre Henriques
 
Finite subgroups of division algebras over local fields  Thomas Hewett
 
Papers of Mike Hill
The Equivariant Slice Filtration: a Primer  Michael Hill
 
THE 3-LOCAL tmf-HOMOLOGY OF B Σ3  Michael Hill
 
Automorphic forms and cohomology theories on Shimura curves of small discriminant  Michael Hill and Tyler Lawson
 
Model Categories and Their Localizations [Google link]   Philip Steven Hirschhorn
 
Complex oriented cohomology theories and the language of stacks  Notes on course given by Mike Hopkins 
K(1)-local E∞ ring spectra  Mike Hopkins 
From elliptic curves to homotopy theory  Mike Hopkins and Mark Mahowald 
Bousfield Localization Functors and Hopkins' 
Chromatic Splitting Conjecture  		Mark Hovey
Bousfield localization functors and 
Hopkins' zeta conjecture  		Mark Hovey 
Axiomatic Stable Homotopy Theory  Mark Hovey, John Palmieri and Neil Strickland
Tate Cohomology Lowers Chromatic Bousfield Classes Mark Hovey and Hal Sadofsky 
Invertible spectra in the E(n)-local stable homotopy category  Mark Hovey and Hal Sadofsky 
Morava K-theories and localisation  Mark Hovey and Neil Strickland 
THE Ext 0 -TERM OF THE REAL-ORIENTED ADAMS-NOVIKOV SPECTRAL SEQUENCE Po Hu 
REAL COBORDISM AND GREEK LETTER LEMENTS IN THE GEOMETRIC CHROMATIC SPECTRAL SEQUENCE Po Hu 
Real-oriented homotopy theory and an analogue of the Adams-Novikov spectral sequence Po Hu and Igor Kriz 
Conformal field theory and elliptic cohomology Po Hu and Igor Kriz 
Elliptic Curves, Second Edition Dale Husemoller 
Kervaire's invariant for framed manifolds John Jones and Elmer Rees, 1978 
A note on the Kervaire invariant John Jones and Elmer Rees, 1975 
Projective dimension and Brown-Peterson homology David C. Johnson and W. Stephen Wilson, 1973 
BP operations and Morava's extraordinary K-theories David C. Johnson and W. Stephen Wilson, 1975 
On Hopkins' Picard group Pic2 at the prime 3   Nasko Karamonov 
Groups of homotopy spheres: I  Michel A. Kervaire and John W. Milnor 
Im(J)-theory and the Kervaire invariant Karlheinz Knapp 
Stable homotopy groups of spheres. A computer-assisted approach, 1990.
Chapter 1   Chapter 2   Chapter 3   Chapter 4   Chapter 5   Chapter 6   Chapter 7   Chapter 8   Appendix 1   		Stanley O. Kochman 
GOODWILLIE TOWERS AND CHROMATIC HOMOTOPY: AN OVERVIEW NICHOLAS J. KUHN 
Papers of Tyler Lawson
An overview of abelian varieties in homotopy theory   TYLER LAWSON 
ORDINARY RO(G)-GRADED COHOMOLOGY   G. LEWIS, J. P. MAY, AND J. McCLURE  
Equivariant Stable Homotopy Theory   G. LEWIS, J. P. MAY, AND M. Steinberger  
On the Arf invariant in historical perspective  Falko Lorenz and Peter Roquette 
A survey of elliptic cohomology  Jacob Lurie 
The Kervaire invariant in homotopy theory  Mark Mahowald and Paul Goerss  
RING SPECTRA WHICH ARE THOM COMPLEXES, 1979  Mark Mahowald  
Topological modular forms of level 3   Mark Mahowald and Charles Rezk  
EQUIVARIANT ORTHOGONAL SPECTRA, 2002. See also EQUIVARIANT ORTHOGONAL SPECTRA, 2010, a 39 page version of the above written for the MSRI Kervaire invariant workshop. M.A. Mandell and J.P. May  
Spectra and the Steenrod algebra  H. R. Margolis 
Papers and books of Peter May
1965---1982       1982---1994       1995---  
Pairings of categories and spectra, 1980.
External link   		J. P. May 
Equivariant homotopy and cohomology theory
  (Alaska notes, 1993)
  1   2   3   4   5   6 		J. P. May 
KERVAIRE INVARIANT ONE, Bourbaki Seminar 2010   H. R. Miller 
Introduction to Shimura Varieties   J. S. Milne 
Milnor's home page
On manifolds homeomorphic to the 7-sphere  John Milnor 
Differential Topology 46 years later (preliminary draft)   John Milnor 
Videos of three lectures on differential topology, 1965  John Milnor 
Characteristic Classes, 1974   John Milnor and James Stasheff 
The Kervaire invariant one element and the double transfer, 1995  NORIHIKO MINAMI 
HECKE ALGEBRAS AND COHOMOTOPICAL MACKEY FUNCTORS  NORIHIKO MINAMI 
MOONSHINE ELEMENTS IN ELLIPTIC COHOMOLOGY  Jack Morava 
Papers of Hirofumi Nakai
AN ALGEBRAIC GENERALIZATION OF IMAGE J  HIROFUMI NAKAI 
Home page of Christian Nassau
1500 stem chart for p=5   800 stem chart for p=5   160 stem chart for p=3   210 stem chart for p=2  
On the secondary Steenrod algebra Christian Nassau 
Papers of Niko Naumann
The stack of formal groups in stable homotopy theory  Niko Naumann 
The Smith-Toda complex V((p + 1)/2) does not exist  Lee S. Nave 
THE METHODS OF ALGEBRAIC TOPOLOGY FROM THE VIEWPOINT OF COBORDISM THEORY  S. P. Novikov 
Homotopy Properties of Thom Complexes  S. P. Novikov 
A Cellular Construction of BP and Other Irreducible Spectra Stewart Priddy 
ON THE FORMAL GROUP LAWS OF UNORIENTED AND COMPLEX COBORDISM THEORY Daniel Quillen 
Elementary proofs of some results of cobordism theory using Steenrod operations Daniel Quillen 
On the work of Michel Kervaire in surgery and knot theory
Slides of lecture given at Kervaire memorial symposium, Geneva, 10-12 February, 2009. 		Andrew Ranicki 
On the work of Michel Kervaire in surgery and knot theory
Addendum to slides above, 29 May, 2009. 		Andrew Ranicki 
A GEOMETRICAL OBSERVATION ON THE ARF INVARIANT OF A FRAMED MANIFOLD  Nigel Ray 
Factorization of Chebyshev Polynomials Rayes, Trevisan and Wang
Notes on the Hopkins-Miller theorem Charles Rezk
Supplemetary notes for Math 512 Charles Rezk
The fundamental theorem of alternating functions Matthieu Romagny, 2005
A straight way to algebraic stacks Matthieu Romagny, 2003
ALGEBRAS AND MODULES IN MONOIDAL MODEL CATEGORIES, 2000 Stefan Schwede and Brooke Shipley
Equivalences of monoidal model categories, 2003 Stefan Schwede and Brooke Shipley
Lectures on equivariant stable homotopy theory, 2010 Stefan Schwede
Papers and preprints of Katsumi Shimomura
The Adams-Novikov E2-term for π*(L2S0) at the prime 2  Katsumi Shimomura and Xiangjun Wang  2002
The homotopy groups π*(L2S0) at the prime 3  Katsumi Shimomura and Xiangjun Wang  2002
Three talks at Young Women in Topology Conference, Bonn, June 2010
Brooke Shipley
Computations of complex equivariant bordism rings Dev Sinha  2001
Bordism of semi-free S1-actions Dev Sinha  2005
The A∞-structures and differentials of the Adams spectral sequence V. A. Smirnov  2002
ON THE MODULI STACK OF COMMUTATIVE, 1-PARAMETER FORMAL LIE GROUPS  Brian Smithling  
The Arf-Kervaire invariant of framed manifolds Victor Snaith, 2009 
Formal group laws arising from algebraic varieties  Jan Stienstra 
Formal groups and congruences for L-functions  Jan Stienstra 
Calculating descent for 2-primary topological modular forms  Vesna Stojanoska 
Notes on Cobordism Theory, 1968
Table of contents		 Robert E. Stong 
Formal schemes and formal groups  Neil Strickland 
Gross-Hopkins duality Neil Strickland 
Topology of Σ1,1-singular maps ANDRAS SZUCS, 2003
THE STRUCTURE OF MACKEY FUNCTORS JACQUES THEVENAZ AND PETER WEBB
HKR CHARACTERS, p-DIVISIBLE GROUPS AND THE GENERALIZED CHERN CHARACTER TAKESHI TORII
ON DEGENERATION OF ONE-DIMENSIONAL FORMAL GROUP LAWS AND APPLICATIONS TO STABLE HOMOTOPY THEORY TAKESHI TORII
Chern numbers for singular varieties and elliptic homology Burt Totaro
Equivariant differential topology, 1967. Arthur Wasserman
A Guide to Mackey Functors, pages 805-836 in Handbook of Algebra vol 2 (ed M. Hazewinkel), Elsevier 2000. Peter Webb
The Homology of Double Loop Spaces of Complex Stiefel Manifolds Atsushi YAMAGUCHI
Mackey Functors In Equivariant Homotopy and Cohomology Theory
Slides for a talk on June 18,2011. 		Carolyn Yarnall
On Jacobi sums, multinomial coefficients, and p-adic hypergeometric functions Paul Thomas Young
Nankai University papers on stable homotopy groups of spheres
Characters and q-series in Q(√2) Daniel Corson, David Favero, Kate Liesinger, and Sarah Zubairy