Topology group

Seminar list for this semester.

Fred Cohen	Algebraic Topology specifically Homotopy Theory. Cohomology of groups. Braid groups, function spaces, simplicial groups, configuration spaces and interconnections.
John Harper	H-spaces, co-H-spaces, Lusternik-Schnirrelmann category and other topics in unstable homotopy theory. Published books: Secondary cohomology operations AMS Graduate Studies in Mathematics 49, 2002. Algebraic Topology, A First Course, with Marvin Greenberg, Perseus Books Publishing L.L.C. Detailed Research Statement.
Joseph Neisendorfer	Algebraic Topology specifically Homotopy Theory. Exponents of the homotopy groups of Moore spaces. Rational homotopy theory and coformal spaces. Detailed Research Statement.
Jonathan Pakianathan	Group actions on complexes. Cohomology of groups and applications to representation theory and homotopy theory. Hochschild cohomology of blocks and modular representations.
Doug Ravenel	Algebraic topology specifically problems related to homotopy groups of spheres, the Adams-Novikov spectral sequence, and its connections with number theory. See Ravenel's research page for more details.Published books: Complex Cobordism and Stable Homotopy Groups of Spheres is currently available online and has been republished by the AMS. Nilpotence and Periodicity in Stable Homotopy Theory, Annals of Mathematics Studies, Princeton University Press. Errata available online.

Juan Ortiz-Navarro	My field is algebraic topology.
Paul Pearson	My field is algebraic topology, and I study the relationship between certain moduli spaces arising in algebraic geometry and their applications to the homotopy of spectra.

Aaron Heap	Low-dimensional topology, mapping class groups, classical 3-manifold topology, bordism theory and knot theory.
Ryan Budney	Low-dimensional topology, mapping class groups, knot theory, Morse theory, configuration spaces.
Mike Jackson	Homotopy theory, cohomology of groups, group actions on spaces and connections between group theory and algebraic topology.
Ethan Pribble	Stable homotopy theory, algebraic geometry of formal groups.
Inga Johnson	Stable homotopy groups, stunted projective spaces, the Adams Spectral Sequence and the root invariant (also known as the Mahowald invariant).

For information on grandstudents (there are some!), see the Mathematics Genealogy Project

Maria Voloshina Nogin (2003, Cohen)	(California State University at Fresno.)
Takeshi Sato (2000, Cohen)	(No information available)
Eva Culakova (1999, Harper)	(BioStat Dept. at University of Rochester)
Jeff Wang (1997, Cohen)	(Industry)
Miguel Xicotencatl (1997, Cohen)	(Centro de Investigacion, Mexico City)
Jie Wu (1995, Cohen)	(National University of Singapore)
Binhua Mao (1994, Ravenel)	(No information available)
Jesus Gonzalez Espino Barros (1994, Gitler)	(Centro de Investigación, Mexico City)
Octav Cornea (1993, Neisendorfer)	(Université de Montréal)
Ran Levi (1993, Cohen)	(University of Aberdeen)
Dai Tamaki (1993, Cohen)	(Shinshu University, Japan)
Younggi Choi (1992, Ravenel)	(National Seoul University, South Korea)
Shiu-chun Wong (1991, Cohen)	(Zechiang University, Hangchou. Email: scwong (at) math.zju.edu.cn)
Marie Anna Maier (1987, Harper)	(No information available)
Robert Thompson (1986, Ravenel)	(Hunter College, CUNY)
Daniel Waggoner (1985, Cohen)	(Federal Reserve Bank, Atlanta)
Austin C. Pearlman (1985, Ravenel)	(Deceased)
Judy Wathen (1982, Harper)	(No information available)
Stephen A. Mitchell (1981, Ravenel)	(University of Washington)
David J. Pengelley (1980, Ravenel)	(New Mexico State University)
Daciberg Goncalves (1977, Harper)	(Universidade de Sao Paulo, Brazil)
Laura Weiss (1973, Harper)	(No information available)
Gerald Lieberman (1972, Harper)	(No information available)

Spring 2007	MTH 443: Algebraic Topology. Instructor: Cohen
Spring 2007	Topics course: MTH 549:Algebraic curves in algebraic topology Instructor: Ravenel
Spring 2006	MTH 443: Algebraic Topology. Instructor: Ravenel
Spring 2005	MTH 443: Algebraic Topology. Instructor: Ravenel
Spring 2003	Topics course: Exponents in the homotopy groups of spheres. Instructor: Cohen
Spring 2004	MTH 443: Algebraic Topology. Instructor: Ravenel
Fall 2003	Topics course: MTH 549: Elliptic cohomology. Instructor: Ravenel
Spring 2003	MTH 443: Algebraic Topology. Instructor: Ravenel
Spring 2003	Topics course: Exponents in the homotopy groups of spheres. Instructor: Neisendorfer
Fall 2002	Topics course: Introduction to classical techniques of homotopy theory. Instructor: Cohen
Spring 2002	Topics course: Group cohomology and the descending central series Lie algebra. Instructor: Cohen
Spring 2002	MTH 443: Algebraic Topology. Instructor: Ravenel
Fall 2001	Topics course: Group cohomology, braid groups and mapping class groups. Instructor: Cohen
Fall 2001	Topics course: MTH 549: Model Categories. Instructor: Ravenel