activity
20222026
most citedEnrichment Score: a better quantitative metric for evaluating the enrichment capacity of molecular docking models

5 citations · 12 across the 8 of their papers we have counts for

collaborators

8 papers

math.NT2026

Binomial coefficients with divisors avoiding an interval

Hung M. Bui, Slava Naprienko, Kyle Pratt +1

We solve a fifty-year-old conjecture of Erdős and Graham concerning whether the binomial coefficient with must always have a divisor $\le…

cs.LG2025★ 4 cited

Data Leakage and Redundancy in the LIT-PCBA Benchmark

Amber Huang, Ian Scott Knight, Slava Naprienko

LIT-PCBA is widely used to benchmark virtual screening models, but our audit reveals that it is fundamentally compromised. We find extensive data leakage and molecular redundancy a…

math.QA2025

The Six-Vertex Yang-Baxter Groupoid

Daniel Bump, Slava Naprienko

A parametrized Yang-Baxter equation is usually defined to be a map from a group to a set of R-matrices, satisfying the Yang-Baxter commutation relation. These are a mainstay of sol…

math.CO2023

Switch Operators for the Six-Vertex Model

Evelyn Choi, Jadon Geathers, Slava Naprienko

In this paper, we introduce and analyze a new switch operator for the six-vertex model. This operator, derived from the Yang-Baxter equation, allows us to express the partition fun…

math.CO2023★ 2 cited

Free Fermionic Schur Functions

Slava Naprienko

We introduce a new family of Schur functions that depend on two sets of variables and two sequences of parameters. These free fermionic Schur functions have a hi…

math.RT2022

Colored Bosonic Models and Matrix Coefficients

Daniel Bump, Slava Naprienko

We develop the theory of colored bosonic models (initiated by Borodin and Wheeler). We will show how a family of such models can be used to represent the values of Iwahori vectors…

math.QA2022★ 1 cited

Integrability of the Six-Vertex model and the Yang-Baxter Groupoid

Slava Naprienko

We study the Yang-Baxter equation for the -matrices of the six-vertex model. We analyze the solutions and give new parametrizations of the Yang-Baxter equation. In particular, w…

q-bio.QM2022★ 5 cited

Enrichment Score: a better quantitative metric for evaluating the enrichment capacity of molecular docking models

Ian Scott Knight, Slava Naprienko, John J. Irwin

The standard quantitative metric for evaluating enrichment capacity known as depends on a cutoff parameter that controls what the minimum value of the log-scaled…