Mar 5, 2018 · We show how to check the validity and minimality of a k-attractor in near-optimal time and how to quickly compute exact and approximate solutions.

This allows us to show that k-attractor is actually solvable in polynomial time for small values of k and σ, and leads us to efficient algorithms for a wide.

This allows us to show that k-attractor is actually solvable in polynomial time for small values of k and σ, and leads us to efficient algorithms for a wide.

String attractors [STOC 2018] are combinatorial objects recently introduced to unify all known dictionary compression techniques in a single theory. A set Gamma ...

The complexity of the closely-related sharp-$k$-attractor problem: to find the smallest set of positions capturing all distinct substrings of length exactly ...

String attractors [STOC 2018] are combinatorial objects recently introduced to unify all known dictionary compression techniques in a single theory.

Apr 17, 2018 · Abstract. String attractors [STOC 2018] are combinatorial objects recently introduced to unify all known dictionary compression techniques ...

Aug 20, 2018 · String attractors [STOC 2018] are combinatorial objects recently introduced to unify all known dictionary compression techniques in a single ...

String attractors [STOC 2018] are combinatorial objects recently introduced to unify all known dictionary compression techniques in a single theory.

String attractors STOC 2018 are combinatorial objects recently introduced to unify all known dictionary compression techniques in a single theory.