Nick Georgakopoulos

About

I am currently a Quantitative Researcher at Radix Trading.
I obtained my Ph.D. in mathematics from the University of Chicago in March 2022, advised by J. P. May.

Math Papers and Code (2017-2022)

  • The \(RO(C_4)\) integral homology of a point
  • The \(RO(C_4)\) cohomology of the infinite real projective space
  • The \(C_{2^n}\) Borel dual Steenrod algebra
  • \(C_2\) equivariant characteristic classes over the rational Burnside ring
  • \(C_{2^n}\)-equivariant rational stable stems and characteristic classes

  • mackey, a C++ library computing the \(RO(G)\) graded co/homology of \(G\)-spaces
  • sympp, a C++ library for symmetric polynomials in multiple variables with relations.
  • Picture from my research

    A multiplication graph