And J. MAURICE ROJAS

collaborators

2 papers

math.AG2025

Optimal Bounds for the Number of Pieces of Near-Circuit Hypersurfaces

Weixun Deng, J. Maurice Rojas, Cordelia Russell

Suppose $f$ is a polynomial in $n$ variables with real coefficients, exactly $n + k$ monomial terms, and Newton polytope of positive volume. Estimating the number of connected compon…

math.NT2018

Randomized Polynomial-Time Root Counting in Prime Power Rings

Leann Kopp, Natalie Randall, J. Maurice Rojas +1

Suppose $k, p \in N$ with $p$ prime and $f \in Z [x]$ is a univariate polynomial with degree $d$ and all coefficients having absolute value less than $p^{k}$ . We…