2 citations · 2 across the 3 of their papers we have counts for
4 papers
Vector-valued maximal inequalities and multi-parameter oscillation inequalities for the polynomial ergodic averages along multi-dimensional subsets of primes
Nathan Mehlhop
We prove the uniform -valued maximal inequalities for polynomial ergodic averages and truncated singular operators of Cotlar type modeled over multi-dimensional subsets of…
Oscillation and jump inequalities for the polynomial ergodic averages along multi-dimensional subsets of primes
Nathan Mehlhop, Wojciech Słomian
We prove the uniform oscillation and jump inequalities for the polynomial ergodic averages modeled over multi-dimensional subset of primes. These inequalities provide endpoints for…
Expansion of permutations as products of transpositions
Michael Anshelevich, Matthew Gaikema, Madeline Hansalik +2
We compute the number of ways a given permutation can be written as a product of exactly transpositions. We express this number as a linear combination of explicit geometric se…
Lopsided Approximation of Amoebas
Jens Forsgård, Laura Felicia Matusevich, Nathan Mehlhop +1
The amoeba of a Laurent polynomial is the image of the corresponding hypersurface under the coordinatewise log absolute value map. In this article, we demonstrate that a theoretica…