Karol Węgrzycki - "Fine-grained complexity of integer programming with few constraints"
51:49
YouTubeTCS Group at Jagiellonian
Karol Węgrzycki - "Fine-grained complexity of integer programming with few constraints"
A talk by Karol Węgrzycki, Max Planck Institute for Informatics, given on December 17, 2025. Integer linear programs min {cTx: Ax = b, x ∈ (ℤ≥0)^n}, where A ∈ ℤ^(m×n), b ∈ ℤ^m, and c ∈ ℤ^n, can be solved in pseudopolynomial time for any fixed number of constraints m = O(1). More precisely, in time (mΔ)^O(m) poly(I), where ...
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