Bruce Corrigan Salter

Bruce Corrigan Salter

Senior Lecturer

 F/AB 1219


Bruce Corrigan Salter



Research Interest/Area of Expertise

  • Homotopy Theory

Education – Degrees, Licenses, Certifications

  • Ph.D. Mathematics SUNY at Buffalo 2013
  • M.A. Mathematics SUNY at Buffalo 2011
  • B.S. Mathematics, Geography and Secondary Education Aquinas College 2007

Selected Publications

[1] Bruce R. Corrigan-Salter and Mihai D. Staic, Higher order and secondary Hochschild cohomology, C.
R. Math. Acad. Sci. Paris, 354(11):1049-1054, 2016.
[2] Bruce R. Corrigan-Salter, Right delocalization of model categories, Theory Appl. Categ. 31(17):462-476,
[3] Bruce R. Corrigan-Salter, Coefficients for higher order Hochschild cohomology, Homology, Homotopy,
Appl. 17(1):111-120, 2015.
[4] Bruce R. Corrigan-Salter, Rigidification of homotopy algebras over finite product sketches, J. Pure Appl.
Algebra, 1962-1991, 2015.
[5] Bruce R. Corrigan-Salter, Higher order Hochschild (co)homology of noncommutative algebras, accepted for publication in Bulletin of the Belgian Mathematical Society arXiv:1608.05466

Currently Teaching

  • Fall 2018:

    MAT 1000 Mathematics in Today's World (4 sections)

    Winter 2018

    MAT 2150 Differential Equations with Matrix Algebra (3 sections)