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Exact(6)
The set IΓ has at most two elements.
Therefore, IΓ consists of at most two elements.
A design is said to be super-simple if the intersection of any two blocks has at most two elements.
This assures that a control volume straddles, at most, two elements, which decreases the fluid smearing between neighbouring elements when large variations in their material properties are present.
Under this symmetry, each orbit contains at most two elements - e.g., the orbit of (sigma_{z}^{j}) contains itself and (sigma_{z}^{n+1-j}) - and hence an upper bound on the rank of the ((2n-1) times(2n-1)) matrix F is n.
The algorithm stops when each node contains at most two elements, or when a maximum number of levels is reached, whichever comes first.
Similar(54)
However, for choice functions that specify choices over all subsets of the alternative set with at most three elements, SARP is equivalent to WARP and hence to properties α and β (Sen 1971, 50).
This theorem allows us to decompose any isometry of D as the product of at most three elements in the groups, K A and N. Let T be a structure tensor T = [ x 1 x 3 x 3 x 2 ], Δ2 its determinant, Δ ≥ 0. T can be written T = Δ T ˜, where T ˜ has determinant 1.
Seven elements numbered 1-7, elementement is part of three sets and each set shares at most one element with any other set.
The existence of this model has the consequence that it cannot be proved in general in type theory that an equality type has at most one element.
We say that a type A is a proposition if we have IdA a,b) for any element a and b of A (this means that the type A has at most one element).
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