Martin Bendersky

Martin Bendersky, PhD, is a professor in the Department of Mathematics and Statistics and the coordinator of calculus at Hunter College. His research focuses on unstable homotopy theory, topology of moment angle complex and polyhedral products, topology of configuration spaces and graded lie algebras. His top accomplishments include the Bendersky Thompson Spectral Sequence and the Bendersky Gitler Spectral Sequence. To celebrate his 70th birthday, Princeton University hosted a conference in his honor.

University of California Berkeley – (PhD)

Courses taught include:

• MATH 75200 – Algebraic Topology
• MATH – Calculus

• The Unstable Adams Spectral Sequence for Generalized Homology (with E.B. curtis, H.R. Miller)
• The Cohomology of Certain Function Spaces (with S. Gitler)
• The V1-Periodic Unstable Novikov Spectral Sequence, Topology
• The Unstable Novikov Spectral Sequence for a Non Connective Homology Theory (with R. Thompson)
• The Polyhedral Product Functor: A Method of Computation for Moment-Angle Complexes, Arrangements and Related Spaces (with A. Bahri, F. Cohen, S. Gitler)