PEOPLE: Faculty
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Thomas GeisserProfessor of MathematicsContact Information E-mail: geisser@math.usc.edu Phone: (213) 740-2399 Office: KAP 464D LINKS Curriculum Vitae Faculty Profile on Departmental Website Personal Website |
Education
- Diploma Mathematics, Universitaet Bonn (Germany), 9/1990
- Ph.D. Mathematics, Universitaet Muenster (Germany), 5/1994
Academic Appointment, Affiliation, and Employment History
Tenure Track Appointments
- Professor, University of Southern California, 09/01/2006-
- Associate Professor, University of Southern California, 09/01/2002-08/31/2006
- Assistant Professor, University of Southern California, 09/01/2000-08/01/2002
Visiting and Temporary Appointments
- JSPS Research Fellow, University of Tokyo, 09/01/1998-08/01/2000
- Visiting Assistant Professor, University of Illinois at Urbana-Champaign, 01/01/1998-06/01/1998
- Visiting Scholar, Harvard University, 01/01/1996-12/01/1996
- Visitor, Max Planck Institut fur Mathematik Bonn, 10/01/1995-12/01/1995
- Visiting Scholar, Harvard University, 10/01/1994-09/01/1995
- Visiting Fellow, Harvard University, 09/01/1992-06/01/1993
PostDoctoral Appointments
- Researcher, Universitat Essen, 01/01/1997-12/01/1997
Other Employment
- Assistant, Universitat Munster, 07/01/1993-09/01/1994
- Assistant, Universitat Munster, 10/01/1990-08/01/1992
- Assistant, Universitat Bonn, 04/01/1988-09/01/1990
Description of Research
Summary Statement of Research Interests
Professor Geisser studies arithmetic algebraic geometry, algebraic K-theory, and motivic cohomology. His recent work and publications provide detail and insight into these fields.
Research Keywords
arithmetic algebraic geometry, algebraic K-theory, motivic cohomology
Publications
Conference Proceeding
- Geisser, T. H. (2005). The cyclotomic trace map and values of zeta-functions. Hindustan Book Agency.
- Geisser, T. (2000). Applications of de Jong's theorem on alterations, ,. Progr. in Math. 181, 2000,. pp. 299-314.
- Geisser, T. H., Lars, H. (1999). Topological cyclic homology of schemes. AMS Proc Symp Pure Math..
Encyclopedia Article
- Geisser, T. (2005). Motivic cohomology, algebraic K-theory and topological cyclic. (Friedlander, Grayson, Ed.). p.193-234. Handbook of K-theory/Springer.
Journal Article
- Geisser, T. H. (2008). The affine part of the Picard scheme. Compositio Math..
- Geisser, T. H. (2008). Duality via cycle complexes. Annals of Math..
- Geisser, T., Hesselholt, L. (2006). The de Rham-Witt complex and vanishing cycles. Journal of the American Mathematical Society/American Mathematical Society. Vol. Vol.19, pp. pp. 1-36.
- Geisser, T., Hesselholt, L. (2006). K-theory and topological cyclic homology of smooth schemes over discrete valuation rings. Transactions of the American Mathematical Society/American Mathematical Society. Vol. Vol. 358, pp. pp.131-145.
- Geisser, T., Hesselholt, L. (2006). On the K-theory of regular local $F_p$-algebras. Topology. Vol. NA
- Geisser, T., Hesselholt, L. (2006). Bi-relative algebraic K-theory and topological cyclic homology. Inventiones Math.. pp. p.not listed.
- Geisser, T. (2005). Arithmetic cohomology over finite fields and values of zeta-functions. Duke Journal of Mathematics/Duke University Press. Vol. NA
- Geisser, T. (2004). Motivic Cohomology over Dedekind rings. Mathematische Zeitschrift/Springer. Vol. Vol. 238, pp. pp. 773-794.
- Geisser, T. (2004). Weil-\'etale cohomology over finite fields. Mathematische Annalen/Springer. Vol. Vol. 330., pp. p. 665-692.
- Geisser, T., Levine, M. (2001). The Bloch-Kato conjecture and a theorem of Suslin-Voevodsky. J. Reine. Angew. Math./Walter de Gruyter. Vol. Vol. 530, pp. pp. 55-103.
- Geisser, T., Marc, L. (2000). The $K$-theory of fields of characteristic p. Invent. Math.. Vol. 139, pp. 459-493.
- Geisser, T. (1998). Tate's conjecture, algebraic cycles and rational $K$-theory. K-theory/Kluwer Academic Press. Vol. Vol. 13, pp. pp.13 109-122.
- Geisser, T. (1997). On $K_3$ of Witt vectors of length two over finite fields. K-theory/Kluwer Academic Press. Vol. Vol. 12, pp. pp.193-226.
- Geisser, T. (1997). p-adic K-theory of Hecke characters of imaginary quadratic fields,. Duke Math, J.. Vol. 86, pp. 197-238.
- Geisser, T. H. (1991). Galoiskohomologie reeller halbeinfacher algebraischer. Abh.Math.Sem.Hamburg.
Honors and Awards
- Sloan Research Fellowship Recipient, Sloan Fellowship, 2000-2004
- Alexander von Humbolt Fellowship Recipient, JSPS Fellowship, 1998-2000
Service to the Profession
Conferences Organized
- Co-organizer, Workshop on motievs, Tokyo, 2008-2009
- Co-organizer, K-theory, Oberwolfach/ Germany, I became regular co-organizer of this tri-annual conference., 2008-2009
- Co-organizer, Workshop of motives, Tokyo, 2006-2007
- Co-organizer, Workshop of motives, Tokyo, 2005-2006
- Co-organizer, Homotopy theory of schemes, Oberwolfach/ Germany, 2003-2004
Professional Memberships
- American Mathematical Society, 1995-9999
- Deutsche Mathematische Vereinigung, 1990-9999


