Jane Gilman's Web Page

Jane Gilman Poster

Address
    Professor Jane Gilman
    Department of Mathematics and Computer Science
    Rutgers University 
    Newark,  NJ 07102
    (973) 353-5156 ext 27
    Office: Smith 312
    Office Hours: T 1:30-2:30 Th 9:30-9:50, no appointment necessary
    Additional office hours: by appointment
  gilman@andromeda.rutgers.edu

Spring 2008: TTH 10-12
    Math 156:01, Honors Calculus, II

Research and Teaching Positions
    Instructor, S.U.N.Y., Stony Brook, 1971-72
    Assistant Professor, Newark College of Arts & Sciences, Rutgers University, 1972-77
    Associate Professor, Newark College of Arts & Sciences, Rutgers University, 1977-84
    Member, School of Mathematics, Institute for Advanced Study, Princeton, 1979-80
    Professor,  Faculty of Arts & Sciences, Rutgers University-Newark, 1984 to present
    Member, Mathematical Sciences Research Institute,Berkeley, California, 1/86-6/86
    Visiting Research Mathematician, Princeton University, 1988-89
    Visiting Professor, Princeton University, 1990-91
    Member, School of Mathematics, The Institute for Advanced Study, Princeton, S 1992
    Member, Institutes des Hautes Études Scientifique,Bures-sur-Yvette, France, 10-12/95
    Member, Mathematical Sciences Research Institute, Berkeley, California, 1/96-6/96
    Visiting Fellow, Yale University, 7/06-12/06

Fields of Interest
    Riemann surfaces, Kleinian groups, Teichmüller theory, hyperbolic geometry

Recent Reprints and preprints
    Kleinian groups with real parameters
    Word sequences and intersection numbers
    Classical two-parabolic T-Schottky groups
    The geometry of two generator groups: hyperelliptic handlebodies
    Boundaries for two parabolic Schottky groups,
    Planar Families of Discrete groups
    Informative Words and discreteness
    Prime order automorphisms of Riemann surfaces
    The structure of two-parabolic space: parabolic dust and iteration
    Canonical symplectic representations for prime order conjugacy classes of the mapping-class group
    Cutting sequences and plaindromes
    Enumerating palindromes in rank two free groups
    Discreteness criteria and the hyperbolic geometry of palindromes

Complete CV
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