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... Find a set of permutations corresponding to the internal nodes such that the total weight w(T) is minimized, where w(T) is defined as: w(T) = ∑ d(x,y) for all (x,y) in T Here d(.,.) is the genome rearrangement distance metric defined on pairs of permutations. ...
... Find a set of permutations corresponding to the internal nodes such that the total weight w(T) is minimized, where w(T) is defined as: w(T) = ∑ d(x,y) for all (x,y) in T Here d(.,.) is the genome rearrangement distance metric defined on pairs of permutations. ...
PPT
... • Need to solve the Primality testing problem – the decision problem to decide whether a number is a prime CS555 ...
... • Need to solve the Primality testing problem – the decision problem to decide whether a number is a prime CS555 ...
COMPARISON OF THE DISCRETE AND CONTINUOUS
... presented. On the other hand, even though ϕ2 : Hcont (P ) → Hdisc (P ) is not an isomorphism for the groups of Theorem B, it is not clear whether ϕ2 : H2disc (P ) → H2cont (P ) is an isomorphism or not. Let us explain briefly the main idea behind these constructions. Recall that a group G is called ...
... presented. On the other hand, even though ϕ2 : Hcont (P ) → Hdisc (P ) is not an isomorphism for the groups of Theorem B, it is not clear whether ϕ2 : H2disc (P ) → H2cont (P ) is an isomorphism or not. Let us explain briefly the main idea behind these constructions. Recall that a group G is called ...
TWO-VARIABLE FIRST-ORDER LOGIC WITH EQUIVALENCE
... isfiability problems for EQ22 are both 2-NExpTime-hard. Taking into account the above-mentioned results, this settles, for all k ≥ 1, the complexity of satisfiability and finite satisfiability for both EC2k and EQ2k : all these problems are NExpTimecomplete if k = 1, 2-NExpTime-complete if k = 2, an ...
... isfiability problems for EQ22 are both 2-NExpTime-hard. Taking into account the above-mentioned results, this settles, for all k ≥ 1, the complexity of satisfiability and finite satisfiability for both EC2k and EQ2k : all these problems are NExpTimecomplete if k = 1, 2-NExpTime-complete if k = 2, an ...
On condition numbers of polynomial eigenvalue problems
... where J1 , J2 , . . . , Jκ0 are the p0 ×p0 Jordan blocks of λ0 , and J˜ contains all the Jordan blocks of λ0 of order less than p0 and all the Jordan blocks that correspond to the rest of the eigenvalues of P (λ). Moreover, x1,1 , x2,1 , . . . , xκ0 ,1 are right eigenvectors of P (λ) that correspond ...
... where J1 , J2 , . . . , Jκ0 are the p0 ×p0 Jordan blocks of λ0 , and J˜ contains all the Jordan blocks of λ0 of order less than p0 and all the Jordan blocks that correspond to the rest of the eigenvalues of P (λ). Moreover, x1,1 , x2,1 , . . . , xκ0 ,1 are right eigenvectors of P (λ) that correspond ...
