Sentence examples for explicit classifications from inspiring English sources

There are also many other remarkable results, especially for actions of compact groups (see, e.g., [51], Chap. IV], [62]), but, to the best of our knowledge, no complete explicit classifications beyond group dimension ((n-1)(n-2)/2+2), with (nge 6), have been found.

An explicit classification method is developed according the features of WSN modeling and simulation.

The classical and medieval authors who developed DDI did not operate with an explicit classification of changes.

Before proceeding, we will explain why (N^2-1) is the lowest automorphism group dimension for which one can hope to obtain an explicit classification.

To this day, it remains to be the lowest value of (dim G) for which a complete explicit classification has been found.

When rank(S) = K, the low-rank matrix S is very likely to attain the K real support samples which contains explicit classification information.

Recent philosophers' explicit classification of pleasure as an attitude seems to begin with Nowell-Smith (1954), pp. 111-15, on which see the Bibliography annotation and Perry 1967, pp. 204-14.

Next, there exists an explicit classification of pairs ((X,G)) with ((n-1)(n-2)/2+2le dim Gle n n-1)/2) for (n n-1) (see [56] and [86]), which is for too lengehy to be reproduced here.

The above argument shows that there is no explicit classification of Kobayashi-hyperbolic manifolds (X) with (dim G(X)=N^2-2) if one insists on accommodating all dimensions (Nge 2).

Conflict resolution in Rempek requires a multi-stakeholder approach and an agreement between the Ministry of Forestry and the National Land Agency over the forest boundary and an explicit classification of land status in the conflict area.

The special case where the quotient graph ΓBof Γ relative to B is a complete graph occurs if and only if the 1-design needed in the construction is a G -doubly transitive and G -block-transitive 2-design, and in this case we give an explicit classification of Γ when G is a doubly transitive projective group or an affine group containing the affine general group.