activity
20102026
most citedPrequantales and applications to semistar operations and module systems

10 citations · 13 across the 13 of their papers we have counts for

collaborators

17 papers

math.OC2026

On the equivalence of semidefinite programming and zero-sum semidefinite games

Jesse Elliott, Constantin Ickstadt, Thorsten Theobald +1

By results of Dantzig (1951) and Adler (2013), computing the optimal solutions of a linear program is equivalent to finding optimal strategies in zero-sum bimatrix games. Dantzig's…

math.RA2025

Additive subgroups of a module that are saturated with respect to a subset of the ring

Jesse Elliott, Neil Epstein

Let be a subset of a ring , and let be an -module. We study the additive subgroups of such that, for all , if for some , then $x…

math.AG2022

Bit complexity for computing one point in each connected component of a smooth real algebraic set

Jesse Elliott, Mark Giesbrecht, Eric Schost

We analyze the bit complexity of an algorithm for the computation of at least one point in each connected component of a smooth real algebraic set. This work is a continuation of o…

math.NT2020

Asymptotic expansions of weighted prime power counting functions

Jesse Elliott

We prove several asymptotic continued fraction expansions of , , , , and related functions, where is the prime counti…

math.GR2020

Group actions, power mean orbit size, and musical scales

Jesse Elliott

We provide an application of the theory of group actions to the study of musical scales. For any group , finite -set , and real number , we define the {\it -power di…

math.NT2020

Harmonic numbers and the prime counting function

Jesse Elliott

We provide approximations to the prime counting function by various discretized versions of the logarithmic integral function, expressed solely in terms of the harmonic numbers. We…