activity
20172019
most citedPeriodic Patrols on the Line and Other Networks

1 citations · 1 across the 3 of their papers we have counts for

collaborators

7 papers

math.PR2019

A Functional Equation of Tail-balance for Continuous Signals in the Condorcet Jury Theorem

Steve Alpern, Bo Chen, Adam J. Ostaszewski

Consider an odd-sized jury, which determines a majority verdict between two equiprobable states of Nature. If each juror independently receives a binary signal identifying the corr…

math.OC2019

Search and Delivery Man Problems: When Are Depth-First Paths Optimal?

Steve Alpern, Thomas Lidbetter

Let h be a probability measure on the nodes and arcs of a network Q, viewed either as the location of a hidden object to be found or as the continuous distribution of customers rec…

math.OC2019

The Uniformed Patroller Game

Steve Alpern, Stamatios Katsikas

In the recently introduced network patrolling game, an Attacker carries out an attack on a node of her choice, for a given number m of consecutive periods. The parameter m indicate…

cs.CR2019

The Uniformed Patroller Game

Steve Alpern, Paul Chleboun, Stamatios Katsikas

Patrolling Games were introduced by Alpern, Morton and Papadaki (2011) to model the adversarial problem where a mobile Patroller can thwart an attack at some location only by visit…

cs.GT2018

A Game Model of Search and Pursuit

Steve Alpern, Viciano Lee

Shmuel Gal and Jerome Casas have recently introduced a game theoretic model that combines search and pursuit by a predator for a prey animal. The prey (hider) can hide in a finite…

cs.GT2017

A Short Solution to the Many-Player Silent Duel with Arbitrary Consolation Prize

Steve Alpern, J. V. Howard

The classical constant-sum 'silent duel' game had two antagonistic marksmen walking towards each other. A more friendly formulation has two equally skilled marksmen approaching tar…