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Behrens, Mark - Department of Mathematics, Massachusetts Institute of Technology (MIT)
ARTICLE IN PRESS S0166-8641(04)00181-6/ERR AID:2527 Vol.() P.1 (1-10)
Congruences between modular forms given by the divided family in homotopy theory
-FAMILY CONGRUENCES AND THE f-INVARIANT MARK BEHRENS1 AND GERD LAURES
The Goodwillie tower and the EHP sequence Mark Behrens
ON THE EXISTENCE OF A v32 2 -SELF MAP ON M(1, 4) AT THE
BUILDINGS, ELLIPTIC CURVES, AND THE K(2)-LOCAL MARK BEHRENS1
A modular description of the K(2)-local sphere at the prime 3
Topology and its Applications 119 (2002) 167183 A new proof of the Bott periodicity theorem
ROOT INVARIANTS IN THE ADAMS SPECTRAL SEQUENCE MARK BEHRENS1
THE HOMOTOPY FIXED POINT SPECTRA OF PROFINITE GALOIS EXTENSIONS
NOTES ON THE CONSTRUCTION OF tmf MARK BEHRENS
HIGHER REAL K-THEORIES AND TOPOLOGICAL AUTOMORPHIC FORMS
ISSN numbers are printed here 1 Some root invariants at the prime 2
THE GOODWILLIE TOWER FOR S1 AND KUHN'S THEOREM
Topological Automorphic Forms Mark Behrens
THE HOMOTOPY GROUPS OF SE(2) AT p 5 REVISITED MARK BEHRENS
TOPOLOGICAL AUTOMORPHIC FORMS ON U(1, 1) MARK BEHRENS AND TYLER LAWSON
Isogenies of elliptic curves and the Morava stabilizer group
The Goodwillie tower for S1 and Kuhn's theorem
The homotopy groups of SE(2) at p 5 revisited Mark Behrensa
