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Exact(1)
The recognition of such products, especially when they span over multiple fragments, would require their explicit construction from the FS.
Similar(59)
Explicit constructions for k∈{0,1,2} are presented.
Here, we also note that there are explicit constructions for the regular bipartite graphs with large girth [15].
(iii) The key application of Theorem 5.4 lies in the explicit construction of exponentially convex functions from positive definite functions. .
The key application of Theorem 5.4 lies in the explicit construction of exponentially convex functions from positive definite functions.
It is based on the explicit construction of diffracted waves at the boundaries from which they radiate.
In particular, the explicit construction mentioned in Theorem 31 of the graph F from the graph E in case E = R 1 yields that F = T.
All of these applications are based on explicit construction of non-degenerate potentials.
Second, the explicit construction led to the resolution of a longstanding question in group theory.
Independently, an explicit construction of concatenated STECCs for 2 transmit antennas based on explicit linear combinations of FEC codewords has been presented in [16].
In particular, this gives an explicit construction of nonconstant functions in these spaces.
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