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20202026
most citedOcassionally Secure: A Comparative Analysis of Code Generation Assistants

2 citations · 5 across the 10 of their papers we have counts for

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7 papers · 1 filter

cs.DM2026

Oblivious Self-Distance Symmetric Rendezvous on the Integer Line

Konstantinos Georgiou, Claude Gravel, Lazar Mandic +1

Symmetric rendezvous on the line is a search problem in which two agents, initially placed at distance , must follow the same randomized strategy to meet as quickly as possible…

cs.DM2025

Optimal Average Disk-Inspection via Fermat's Principle

Konstantinos Georgiou

This work resolves the optimal average-case cost of the Disk-Inspection problem, a variant of Bellman's 1955 lost-in-a-forest problem. In Disk-Inspection, a mobile agent starts at…

cs.DM2024

Disk and Partial Disk Inspection: Worst- to Average-Case and Pareto Upper Bounds

James Conley, Konstantinos Georgiou

We consider unit-speed mobile agents initially positioned at the center of a unit disk, tasked with inspecting all points on the disk's perimeter. A perimeter point is consider…

cs.DM2024

Multi-Agent Search-Type Problems on Polygons

Konstantinos Georgiou, Caleb Jones, Jesse Lucier

We present several advancements in search-type problems for fleets of mobile agents operating in two dimensions under the wireless model. Potential hidden target locations are equi…

cs.DM2024★ 1 cited

Weighted Group Search on the Disk & Improved Lower Bounds for Priority Evacuation

Konstantinos Georgiou, Xin Wang

We consider \emph{weighted group search on a disk}, which is a search-type problem involving 2 mobile agents with unit-speed. The two agents start collocated and their goal is to r…

cs.DM2023

The Fagnano Triangle Patrolling Problem

Konstantinos Georgiou, Somnath Kundu, Pawel Pralat

We investigate a combinatorial optimization problem that involves patrolling the edges of an acute triangle using a unit-speed agent. The goal is to minimize the maximum (1-gap) id…

cs.DM2022

Triangle Evacuation of 2 Agents in the Wireless Model

Konstantinos Georgiou, Woojin Jang

The input to the \emph{Triangle Evacuation} problem is a triangle . Given a starting point on the perimeter of the triangle, a feasible solution to the problem consists of…