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math.PR2026

Distinct Extreme Scores in Random Round-Robin Tournaments

Yaakov Malinovsky

We consider a general round-robin tournament model with equally strong players, where denotes the score of player against player . We assume that takes val…

math.PR2026

Extreme Score Distributions in Countable-Outcome Round-Robin Tournaments of Equally Strong Players

Yaakov Malinovsky

We consider a general class of round-robin tournament models of equally strong players. In these models, each of the players competes against every other player exactly once. F…

math.PR2026

Optimal single threshold stopping rules and sharp prophet inequalities

Alexander Goldenshluger, Yaakov Malinovsky, Assaf Zeevi

This paper considers a finite horizon optimal stopping problem for a sequence of independent and identically distributed random variables, where the objective is to design stopping…

math.PR2025

Uniqueness of Maximum Scores in Countable-Outcome Round-Robin Tournaments

Gideon Amir, Yaakov Malinovsky

In this note, we extend a recent result on the uniqueness of the maximum score in a classical round-robin tournament to general round-robin tournament models with equally strong pl…

math.PR2025

Maximal Counts in the Stopped Occupancy Problem

Alexander Gnedin, Svante Janson, Yaakov Malinovsky

We revisit a version of the classic occupancy scheme, where balls are thrown until almost all boxes receive a given number of balls. Special cases are widely known as coupon-collec…

math.PR2025

A Note on a Recent Conjecture in Mathematics Magazine

Yaakov Malinovsky

In this note, we establish the validity of a conjecture recently proposed in Mathematics Magazine and connect it to the existing interesting results