Titlebook: Randomization and Approximation Techniques in Computer Science; 6th International Wo José D. P. Rolim,Salil Vadhan Conference proceedings 2

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Martin Dyer,Alistair Sinclair,Eric Vigoda,Dror Weitzr metal-binding proteins, including their structures, proper.In biochemistry, a metalloprotein is a generic term for a protein that contains a metal cofactor. The metal may be an isolated ion or may be coordinated with a nonprotein organic compound, such as the porphyrin found in hemoproteins. In so

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Alfredo De Santis,Giovanni Di Crescenzo,Giuseppe Persianoted with a nonprotein organic compound, such as the porphyrin found in hemoproteins. In some cases, the metal is co-coordinated with a side chain of the protein and an inorganic nonmetallic ion. This kind of protein-metal-nonmetal structure is seen in iron-sulfur clusters...Metalloproteins deals wit

HERTZ

Boaz Barakr metal-binding proteins, including their structures, proper.In biochemistry, a metalloprotein is a generic term for a protein that contains a metal cofactor. The metal may be an isolated ion or may be coordinated with a nonprotein organic compound, such as the porphyrin found in hemoproteins. In so

Coeval

Oded Goldreich,Avi Wigdersonted with a nonprotein organic compound, such as the porphyrin found in hemoproteins. In some cases, the metal is co-coordinated with a side chain of the protein and an inorganic nonmetallic ion. This kind of protein-metal-nonmetal structure is seen in iron-sulfur clusters...Metalloproteins deals wit

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Small ,-Dominating Sets of Regular Graphs,t, randomised greedy algorithm for finding a small .-dominating set of regular graphs. We analyse the average-case performance of this heuristic by analysing its performance on random regular graphs using differential equations. This, in turn, proves an upper bound on the size of a minimum .-dominating set of random regular graphs.

Matrimony

Mixing in Time and Space for Lattice Spin Systems: A Combinatorial View,operty of a Markov chain Monte Carlo algorithm). While such an equivalence is already known in various forms, the proofs in this paper are purely combinatorial and avoid the functional analysis machinery employed in previous proofs.

irreparable

Randomness-Optimal Characterization of Two NP Proof Systems,the problem of randomness-efficient error reduction for two-round public-coin witness-indistinguishable proofs and improve some of our previous results in [.] on randomness-efficient non-interactive zero-knowledge proofs.