Fully Dynamic Transitive Closure: Breaking Through the O(n2) Barrier.
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Fully Dynamic Transitive Closure: Breaking Through the O(n2) Barrier.
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directed graphs; polynomials; matrix multiplication; computational complexity; randomised algorithms; deterministic algorithms; fully dynamic transitive closure; polynomials; matrix multiplication; deterministic algorithm; directed graphs; unit worst-case cost; queries; amortized time; directed acyclic graphs; single-operation complexity; subquadratic algorithm; randomized algorithm
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Fully Dynamic Transitive Closure: Breaking Through the O(n2) Barrier.
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