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There are a number of ways of cashing out what it is that a representation of degree of belief is actually representing.
We examine a design D and a binary code C constructed from a primitive permutation representation of degree 275 of the sporadic simple group McL.
We examine some designs Di and associated binary codes Ci constructed from a primitive permutation representation of degree 2300 of the sporadic simple group Co2.
The binary codes Cn (where n∈{1755,1756,2304,2305,4059}), defined by the rank-3 primitive permutation representation of degree 4060 of the simple group Ru of Rudvalis on the cosets of the Ree group 2F4(2) are examined.
The powerful semantics are the sort of semantics that allow uncertainty (that is, the representation of degree of membership and degree of certainty) and, therefore, allowing abductive or inductive reasoning.
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Theorem 52 Consider a Lie algebra g ⊆ su ( k ) and its representation Φ of degree k.
One may thus apply the spectral theorem (see, e.g., [74 76]) simultaneously to all the elements of the commutant algebra: Theorem 51 Consider a Lie algebra g ⊆ su ( k ) and its representation Φ of degree k.
(6) θ provides an estimate of the degree to which G deflects evolutionary trajectories away from the direction of selection and is thus a representation of the degree of genetic constraint.
Lorenz curve is the graphical representation of the degree of inequality in a population.
I will adopt this notational convention, with the proviso that I don't take $P X)$ to be an adequate representation of your degree of belief in $X$.
(D ) Pseudocolor representation of the degree of ChAT-positive cell loss in the dorsal striatum of Dlx-CKO mice.
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