More precisely, a solution is a set of selected variables.
More precisely, the solution includes a mechanism for the provision of ingress filtering compatibility, a mechanism for establishing new communications after an outage, a set of tools for traffic engineering and a protocol for preserving established communications through outages.
More precisely, the solution was aliquoted into RNase free tubes and provided to collectors.
More precisely, the solution obtained at iteration i of the epsilon-constraint algorithm allows us to derive inequalities that are valid at iteration i+1.
However, besides being a misrepresentation of Curie's original principle, one might question whether this formulation has any real interest in itself: the significant connection between symmetries of physical systems and symmetries of laws has to do not with symmetries of states of those systems, but symmetries of solutions (more precisely, of ensembles of solutions).
More precisely, the partial solutions for the head are computed by subsequently considering all permutations of subsets of its candidate list (cf. Algorithm 2, line 13 and line 18).
More precisely, the weak solutions of ( P 0 Q ) are exactly the critical points of ℱ by the principle of symmetric criticality of Palais (see Lemma 3.1), namely u ∈ D G 1, p ( R N ) satisfies ( P 0 Q ) if and only if for all ν ∈ D 1, p ( R N ), there holds ∫ R N ( | ∇ u | p − 2 ∇ u ∇ ν − μ | u | p − 2 u ν | x | p ) d x − ∫ R N Q ( x ) | u | p ∗ ( s ) − 2 u ν | x | s d x = 0. (3.2).
More precisely, the approximated solutions are exactly the same.
More precisely, once a solution x ′ has been produced through the ruin and recreate steps, a new solution is produced by forbidding all the points in x ′ and recreating using the same operator that was used to produce x ′.
