On-line references

Some of these are private notes, not yet published. Please do not distribute without giving proper credit.

Preprints

  1. A leisurely introduction to formal groups and elliptic curves by Antonia W. Bluher.
  2. Homotopy fixed point spectra for closed subgroups of the Morava stabilizer groups by Ethan S. Devinatz and Michael J. Hopkins.
  3. Resolutions in Model Categories by P.G. Goerss and M.J. Hopkins.
  4. Andre-Quillen (co-)homology for simplicial algebras over simplicial operads by P.G. Goerss and M.J. Hopkins.
  5. Simplicial structured ring spectra by P.G. Goerss and M.J. Hopkins.
  6. Realizing commutative ring spectra as E_infty ring spectra by P.G. Goerss and M.J. Hopkins.
  7. Formal completion of the Jacobians of plane curves and higher real K-theories by V. Gorbounov and M. Mahowald.
  8. Infinite subgroups of Morava stabilizer groups by V. Gorbounov, M. Mahowald and P. Symonds.
  9. The cohomology of the Morava stabilizer group S_2 at the prime 3 by Vassily Gorbouov, Stephen F. Siegel and Peter Symonds.
  10. Toward the homotopy groups of the higher real K-theory EO_2 by Vassily Gorbounov and Peter Symonds.
  11. From elliptic curves to homotopy theory by Mike Hopkins and Mark Mahowald.
  12. Toward a global understanding of pi_*(S^n) by Mark Mahowald.
  13. Slides for ICM talk by Mark Mahowald.
  14. Notes for ICM talk by Mark Mahowald.
  15. Slides for Schloss Ringberg talk by Mark Mahowald.
  16. Notes for Schloss Ringberg talk by Mark Mahowald.
  17. Brown-Comenetz duality and the Adams spectral sequence by Mark Mahowald and Charles Rezk.
  18. Ext over the Hopf algebra A(2), i.e., the Adams E2-term for eo2, computer generated by Christian Nassau.
  19. On the nonexistence of Smith-Toda complexes by Lee S. Nave.
  20. Notes on the Hopkins-Miller theorem by Charles Rezk.

Lecture notes

John Rognes / February 12th 2001