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Klaus Jansen

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Integer Programming and Convolution, with ApplicationsLattices: Geometry, Algorithms and Hardness 20202020-02-18
Provides an algorithm for integer programs Ax=b, x≥0 with m constraints and coefficients ≤Δ that replaces the dependence on the right-hand side B by log B, and…
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Lower Bounds on the Running Time for Scheduling and Packing ProblemsSatisfiability Lower Bounds and Tight Results for Parameterized and Exponential-Time Algorithms2015-11-06
ETH-based reductions give concrete running-time barriers: a linear reduction from 3-SAT to Subset Sum produces 8m items and rules out 2^{o(n)} algorithms under…
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