Reviewer : Xavier Golay
نویسندگان
چکیده
Visual recovery after perinatal stroke evidenced by functional and diffusion MRI.
منابع مشابه
A new source of seed pairs for Golay sequences of length 2m
In 2007 Jedwab and Parker proposed [10] that the natural viewpoint for a Golay complementary sequence is as a projection of a multi-dimensional Golay array. In 2008 Fiedler, Jedwab and Parker [5] used this viewpoint to show how to construct and enumerate all known 2-phase Golay sequences of length 2, starting from two sources of Golay seed pairs. The first source of seed pairs is the trivial Go...
متن کاملA multi-dimensional approach to the construction and enumeration of Golay complementary sequences
We argue that a Golay complementary sequence is naturally viewed as a projection of a multidimensional Golay array. We present a three-stage process for constructing and enumerating Golay array and sequence pairs: 1. construct suitable Golay array pairs from lower-dimensional Golay array pairs; 2. apply transformations to these Golay array pairs to generate a larger set of Golay array pairs; an...
متن کاملBlock Golay sequences with applications
Golay sequences have been used extensively for constructing base sequences, Yang numbers, T-sequences, Hadamard matrices, SBIBDs and Hadamard matrices with maximum possible sums. The possibility of obtaining new Golay sequences is diminishing and only non-existence results are appearing nowadays. We introduce block Golay sequences. It turns out that every result on Golay sequences could be exte...
متن کاملTitle Symbol-by-symbol APP decoding of the Golay code and iterative decoding of concatenated Golay codes
An efficient coset based symbol-by-symbol soft-in/soft-out APP decoding algorithm is presented for the Golay code. Its application in the iterative decoding of concatenated Golay codes is examined.
متن کاملSymbol-by-symbol APP decoding of the Golay code and iterative decoding of concatenated Golay codes
An efficient coset based symbol-by-symbol soft-in/soft-out APP decoding algorithm is presented for the Golay code. Its application in the iterative decoding of concatenated Golay codes is examined.
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