Did you mean: q=q=constraint positive variable
... constraint p ≤ q is a consequence of a constraint set C (written C p ≤ q) if p ≤ q is a logical consequence of C. For every constraint sets C and D, we write C D iff C p ≤ q for every constraint p ≤ q in D. For each constraint set ...
... variable in P is at most two. A negative edge pair is a set of variable-value assignments p, q, r, s such that var(p) = var(r) = var(q) = var(s), cost(p, q) = cost(r, s)=1 and p = r. A positive edge pair is a set of variable-value ...
... variable m; if ̃isreal(r) % complex data variable Q(n,n) complex ... positive trigonometric polynomial and containing its coefficients (like r contains the coefficients of R(z)). Hence, the constraint ... positive polynomials, then CVX might be ...
... q ' ) , the constraint 91 , q.q ' , o c ( go , σ , q ) - c ( qo , o ' , q ... variable hi , q , q ' for all q , q ' € Q , and a variable gi , q , q ' , o ... positive answer . In particular , the feasible solution for which Σo ,。, σ ' is ...
... (q, y) s F. A 2) where F = {p e Q \{q} : Q;|p) # 2). Then, for each word y e ... positive, strongly connected UBA 14, a pure cut can be computed in time ... constraint that the variables Q for q e C sum up to 1. Theorem 12. Let M be ...
... positive small tolerance and J(x) is the cost function defined in ... constraint can be readily extended to the case of designing IIR VFD filters with the variable ... Q(l-1)(z) is a Schur polynomial, i.e., all the roots of Q(l-1)(z) lie inside ...
... variables and the dual variables by finding the derivatives of the Lagrange ... constraint can be converted into an equality constraint by introducing slack variables. (B.12) where x is ad-dimensional vector,Q ... positive semidefinite, then ...
... (Q), then x j ∈ clause(R,i) iff Construction 1. Let σ* σ*(bij )=1 ... positive class label (Eq. 1d). Xq resembles the hard-OR ... constraint to make sure that at most k − ηc clauses are allowed to be dissatisfied, otherwise the noise variable ...
... Q ← { ( i , j ) iЄC ^ jЄ vars ( C ) } ( vars ( C ) is the list of variables ... positive table constraints ) and the bound consistency algorithm for discrete CSPS ... variable involved by the constraint i . Each pair is then processed ...
... positive integers l; and ui and T(C) = { t s.t. t is a tuple of X(C) and Va.; e [1..|X(C)|], (a.j = vi and vi e D(C)) → Ep, q ... variable is the first one) is also taken into account by this algorithm. Its ... Constraint Definition 15 k-diff ...