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20222026
most citedImproved Approximations for Vector Bin Packing via Iterative Randomized Rounding

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cs.DS2026

A upper bound on the number of stable matchings

Ebrahim Ghorbani, Matthias Mnich

We study the maximum number of stable matchings in an instance with men and women. Karlin, Oveis Gharan, and Weber (STOC 2018) proved the first single-exponen…

cs.DS2026

A deterministic -approximation for directed feedback vertex sets in tournaments

Ebrahim Ghorbani, Matthias Mnich

We nearly settle the polynomial-time approximability of the Directed Feedback Vertex Set problem in tournaments. This problem is Vertex Cover-hard, and thus cannot have a $(2 - \va…

cs.DS2025

Approximate Minimum Tree Cover in All Symmetric Monotone Norms Simultaneously

Matthias Kaul, Kelin Luo, Matthias Mnich +1

We study the problem of partitioning a set of objects in a metric space into clusters . The quality of the clustering is measured by considering the vector o…

cs.DS2024

Single-Machine Scheduling to Minimize the Number of Tardy Jobs with Release Dates

Matthias Kaul, Matthias Mnich, Hendrik Molter

We study the fundamental scheduling problem : schedule a set of jobs with weights, processing times, release dates, and due dates on a single machine…

cs.DS2024

A -Approximation Algorithm for Ordered TSP

Susanne Armbruster, Matthias Mnich, Martin Nägele

We present a new -approximation algorithm for the Ordered Traveling Salesperson Problem (Ordered TSP). Ordered TSP is a variant of the classical metri…

cs.DS2022★ 1 cited

Improved Approximations for Vector Bin Packing via Iterative Randomized Rounding

Ariel Kulik, Matthias Mnich, Hadas Shachnai

We study the -dimensional Vector Bin Packing (VBP) problem, a generalization of Bin Packing with central applications in resource allocation and scheduling. In VBP, we are…