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Titlebook: Computing and Combinatorics; 25th International C Ding-Zhu Du,Zhenhua Duan,Cong Tian Conference proceedings 2019 Springer Nature Switzerlan

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楼主: CYNIC
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Deleting to Structured Trees,his version of the problem is motivated by real-world scenarios that are best modeled by full binary trees. We establish that both the edge and vertex deletion variants of the problem are .-hard. This stands in contrast to the fact that deleting edges to obtain a forest or a tree is equivalent to th
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Sensitivity, Affine Transforms and Quantum Communication Complexity,ansforms and show several applications. For a function ., and . for . and ., the result of the transformation . is defined as ...As a warm up, we study alternation under linear shifts (when . is restricted to be the identity matrix) called the . (the smallest alternation that can be achieved for the
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Interactive Physical Zero-Knowledge Proof for Norinori,tain exactly two black cells, and every black cell shares an edge with exactly one other black cell. We propose a secure interactive physical algorithm, relying only on cards, to realize a zero-knowledge proof of knowledge for Norinori. It allows a player to show that he or she knows a solution with
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