| D. L. Flannery. Transgression and the calculation of cocyclic matrices. Australas. J. Combin., 11:67-78, 1995. |
....2, every p group is built up inductively from IF p by a sequence of 2 cocycles. Using classical methods involving the universal coecient theorem, Schur multipliers, and transgression, methods for nding 2 cocycles representing 2 dimensional cohomology classes can be worked out in some cases. See [6] and [7] Also see [14] Connections between combinatorial design theory and 2 cocycles have been pointed out in [12] and [13] Connections between coding theory and 2 cocycles have also been made in [15] Evaluating functional 2 cocycles on all pairs of the group elements yields a matrix with ....
D. L. Flannery. Transgression and the calculation of cocyclic matrices. Australas. J. Combin., 11:67-78, 1995.
....2, every p group is built up inductively from IF p by a sequence of 2 cocycles. Using classical methods involving the universal coecient theorem, Schur multipliers, and transgression, methods for nding 2 cocycles representing 2 dimensional cohomology classes can be worked out in some cases. See [7], 8] and [17] Also see [6] Connections between combinatorial design theory and 2 cocycles has been pointed out in [15] also see [16] for errata) Connections between coding theory and 2 cocycles have also been made in [18] Evaluating functional 2 cocycles on all pairs of the group elements ....
D. L. Flannery. Transgression and the calculation of cocyclic matrices. Australas. J. Combin., 11:67-78, 1995.
No context found.
D. L. Flannery. Transgression and the calculation of cocyclic matrices. Australas. J. Combin., 11:67-78, 1995.
No context found.
D. L. Flannery. Transgression and the calculation of cocyclic matrices. Australas. J. Combin., 11:67-78, 1995.
No context found.
D.L. Flannery. Transgression and the calculation of cocyclic matrices. Australas. J. Combin., 11, 67--78, (1995).
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