Sentence examples for mapping is well known from inspiring English sources

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Bump mapping is well known in the computer graphics community for providing the impression of small-scale geometrical features, which are not explicitly modelled.

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This approach corresponds to mutual information effective SINR mapping, which is well known from link- to system-level abstraction [28].

p38 MAP kinase is well known to activate the transcription factor NF-Kappa B [ 83]. p38 MAP kinase also appears to have some role in activating caspases [ 84]. p38 is also able to increase the expression of certain proteins including chromium induced HIF-1α expression, up regulation of the U-PA promoter in PC3 cells, and PSA induced by IL-6 in LNCaP cells [ 73, 85, 86].

It is easily seen that the zeros of A are precisely the fixed points of the pseudo-contractive mapping T. It is well known that every nonexpansive mapping is pseudo-contractive but the converse is not true.

Moreover, if T is a nonexpansive mapping, then it is well known that ( I − T ) is 1 2 -inverse strongly monotone mapping (see [22, 23]).

where Fix T) is the fixed point set of the nonexpansive mapping T. It is well known that Fix T) is closed and convex.

Moreover, the map is compact since it is a sum of two compact maps: the compactness of is well known, and since, and are continuous, the perturbation maps bounded sets into bounded subsets of a 1-dimensional space.

For an expanding map, the following result is well known.

Let E ∗ denote the topological dual space of E. A map J : E → 2 E ∗ defined by J x = { x ∗ ∈ E ∗ : 〈 x, x ∗ 〉 = ∥ x ∥ 2 = ∥ x ∗ ∥ 2 ∀ x ∈ E }. is called the normalized duality map on E. It is well known that if E ∗ is strictly convex then J is single-valued.

The application of computing in biology, particularly since the mapping of the human genome, is well known.

Both BP algorithms are compared with the optimal FB algorithm in order to quantize the performance loss of both BP algorithms with respect to the optimal MAP symbol detection, although it is well known that FB algorithms can not be considered for large FFT sizes due to its intrinsic serial structure.

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