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Dr. Zvi Rosen
Associate Professor, Department of Mathematics and Statistics
Science Building (SE43), Room 224

rosenz@fau.edu

Education:

Ph.D. University of California, Berkeley, 2015. Thesis: Algebraic Matroids in Applications.

Research Interests

My research focuses on the intersection of mathematical biology and applied algebra.
In particular, I think about how tools from algebraic geometry, commutative algebra,
and combinatorics can be applied to biological questions. I also work on either side of
this intersection: I study problems related to algebraic matroids and coordinate projections in other realms,
and I have computational biology projects in translation dynamics and gene regulatory networks.

  • Algebra keywords : algebraic matroids, structured polynomial systems, arrangements of convex sets.
  • Biology keywords : population genetics, single-cell transcriptomics, neural codes.

See my  profile  at Google Scholar ( https://scholar.google.com/citations?user=qgCXy4QAAAAJ&hl=en ) , or check the arXiv for my recent work
(https://arxiv.org/find/math/1/au:+Rosen_Z/0/1/0/all/0/1 ) . For a detailed description of current and future projects, please read my 
research statement .

Recent Publications

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  1. Oriented matroids and combinatorial neural codes A Kunin, C Lienkaemper, Z Rosen. Combinatorial Theory 3 (1).

  2. Sparse moments of univariate step functions and allele frequency spectra , Z Rosen, G Scholten, C Vinzant. Vietnam Journal of Mathematics 50 (2), 523-544

  3. On the Number of Equilibria Balancing Newtonian Point Masses with a Central ForceN Arustamyan, C Cox, E Lundberg, S Perry, Z Rosen. Journal of Mathematical Physics 62 (11)

  4. Algebraic matroids in actionZ Rosen, J Sidman, L Theran. The American Mathematical Monthly 127 (3), 199-216

  5. Hyperplane neural codes and the polar complex V Itskov, A Kunin, Z Rosen. Topological Data Analysis: The Abel Symposium 2018, 343-369

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