activity
19992026
most citedThe Peculiar Phase Structure of Random Graph Bisection

11 citations · 45 across the 40 of their papers we have counts for

collaborators

49 papers

cs.CC2026

Separations with Immunity Relative to a Random Oracle in Computational Complexity

Gabriel Istrate

Rossman, Servedio, and Tan proved that the polynomial hierarchy is infinite relative to a random oracle. This paper strengthens this celebrated result by considering \emph{strong s…

math.LO2026

On the Cauchy-Hamel Continuity of Real Functions

Gabriel Istrate

We compare several "pathological" notions of continuity that make every additive function continuous. Our goal is to determine which of these notions is best behaved and deserves t…

math.CO2026

Hypersphere-Based Restricting Conditions for Colorings of the Euclidean Space

Gabriel Istrate, Catalin Zara

We study colorings of the Euclidean space constrained by \emph{hypersphere forcing conditions}: if an admissible hypersphere, , centered at a point and of radius co…

cs.MA2025

On multiagent online problems with predictions

Gabriel Istrate, Cosmin Bonchis, Victor Bogdan

We study the power of (competitive) algorithms with predictions in a multiagent setting. We introduce a two predictor framework, that assumes that agents use one predictor for thei…

cs.CC2024

Towards Geometry-Preserving Reductions Between Constraint Satisfaction Problems (and other problems in NP)

Gabriel Istrate

Motivated by phase transitions in combinatorial optimization problems, we define two kinds of geometry-preserving reductions between constraint satisfaction problems and other NP-s…

math.CO2024

A Language-Theoretic Approach to the Heapability of Signed Permutations

Gabriel Istrate

We investigate a signed version of the Hammersley process, a discrete process on words related to a property of integer sequences called heapability (Byers et al., ANALCO 2011). Th…