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- W2140870239 abstract ".4Csfracf - In this paper we derive computationally efficient Inininlality and canonicity tests for rational generator matrices for convolutional codes. The first set of tests are given in terms of easily obtained equivalent polynomial generator matrices and are suitable for small k and n. New tests are derived based on the scalar generator matrix G which are coniputatioilally iiiore efficient for large k and n and small 21. The application of these tests to generator niatrices for (P)UM codes is studied. Filially, the results of [4] are extended to the enuineration of minimal and canonical ratioiial generator matrices." @default.
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- W2140870239 date "1998-01-01" @default.
- W2140870239 modified "2023-09-26" @default.
- W2140870239 title "Miiiiiiiality aiid Caiioiiicity Tests for Ratioiial Geiierator Matrices for C o iivo 1 ut io iial C o des" @default.
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