List of publications for John Rognes

Mathematical Papers

  1. J. Rognes: On torus knots and the composition of mathematical knots, International Baccalaureate Extended Essay, 1. prize in the National and International Young Scientists competitions, 30 pages, 1984.
  2. J. Rognes: The rank filtration in algebraic K-theory, Ph.D. thesis, Princeton University, 47 pages, 1990.
  3. J. Rognes: A spectrum level rank filtration in algebraic K-theory, Topology 31, 813-845 (1992).
  4. J. Rognes: Approximating K*(Z) through degree five, K-Theory 7, 175-200 (1993).
  5. J. Rognes: Characterizing connected K-theory by homotopy groups, Math. Proc. Camb. Phil. Soc. 114, 99-102 (1993).
  6. J. Rognes: The Hatcher-Waldhausen map is a spectrum map, Math. Ann. 299, 529-549 (1994).
  7. J. R. Klein and J. Rognes: The fiber of the linearization map A(*) --> K(Z), Topology 36, 829-848 (1997).
  8. J. Rognes (after M. Bökstedt): Trace maps from the algebraic K-theory of the integers, J. Pure Appl. Algebra 125, 277-286 (1998).
  9. J. Rognes: The product on topological Hochschild homology of the integers with mod four coefficients, J. Pure Appl. Algebra 134, 210-217 (1999).
  10. J. Rognes: Topological cyclic homology of the integers at two, J. Pure Appl. Algebra 134, 219-286 (1999).
  11. J. Rognes: Algebraic K-theory of the two-adic integers, J. Pure Appl. Algebra 134, 287-326 (1999).
  12. J. Rognes and C. Weibel: Étale descent for two-primary algebraic K-theory of totally imaginary number fields, K-Theory 16, 101-104 (1999).
  13. J. Rognes: Two-primary algebraic K-theory of spaces and related spaces of symmetries of manifolds, Algebraic K-Theory, eds. W. Raskind and C. Weibel, Proc. Symp. Pure Math., vol. 67, A.M.S., 213-229 (1999).
  14. J. Rognes: K4(Z) is the trivial group, Topology 39, 267-281 (2000).
  15. J. Rognes and P. A. Østvær: Two-primary algebraic K-theory of two-regular number fields, Math. Z. 233, 251-263 (2000).
  16. J. Rognes and C. Weibel: Two-primary algebraic K-theory of rings of integers in number fields, Journal of the A.M.S. 13, 1-54 (2000). (This paper was recognized by a ``featured review'' in the July 2000 issue of the A.M.S.'s Math. Reviews.)
  17. Ch. Ausoni and J. Rognes: Algebraic K-theory of topological K-theory, Acta Math. 188, 1-39 (2002).
  18. J. Rognes: Two-primary algebraic K-theory of pointed spaces, Topology 41, 873-926 (2002).
  19. J. Kustermans, J. Rognes and L. Tuset: The Connes-Moscovici approach to cyclic cohomology for compact quantum groups, K-Theory 26, 101-137 (2002).
  20. J. R. Klein and J. Rognes: A chain rule in the calculus of homotopy functors, Geometry and Topology 6, 853-887 (2002).
  21. J. Rognes: The smooth Whitehead spectrum of a disc at odd regular primes, Geometry and Topology 7, 155-184 (2003).
  22. J. Rognes: Vidunderlige nye ringer, Skrifter/Det Kongelige norske videnskabers selskab 1, 1-16 (2003).
  23. N.A. Baas, B.I. Dundas and J. Rognes: Two-vector bundles and forms of elliptic cohomology, Topology, Geometry and Quantum Field Theory, Proceedings of the 2002 Oxford Symposium in Honour of the 60th Birthday of Graeme Segal, 28 pages (to appear).

Submitted for Publication

  1. J. Kustermans, J. Rognes and L. Tuset: The modular square for quantum groups, 44 pages.
  2. R.R. Bruner and J. Rognes: Leibniz formulas for cyclic homotopy fixed point spectra, 24 pages.
  3. V. Angeltveit and J. Rognes: Hopf algebra structure on topological Hochschild homology, 52 pages.
  4. J. Rognes: Stably dualizable groups, 24 pages.

Preprints in Preparation

  1. N. Baas, B.I. Dundas and J. Rognes: Two-vector bundles and elliptic objects.
  2. K. Hess and J. Rognes: Algebraic models for topological cyclic homology and Whitehead spectra of simply connected spaces.
  3. W. Lück, H. Reich, J. Rognes and M. Varisco: The isomorphism conjecture in algebraic K-theory.
  4. H.J. Riddervold and J. Rognes: Determinant maps of vector bundle automorphisms.
  5. J. Rognes: On the image of Milnor's K4 in Quillen's K4 for number fields.
  6. J. Rognes: Galois extensions of S-algebras.
  7. J. Rognes: Étale maps of S-algebras.
  8. J. Rognes: On monochromatic K-theory.
  9. J. Rognes and M. Weiss: Symmetric L-theory and Z/2-Tateified algebraic K-theory.
  10. F. Waldhausen, B. Jahren and J. Rognes: The stable parametrized h-cobordism theorem.
John Rognes, January 22nd 2004