Abstract
Utilizing a new explanation [1], the BerlekampMasseyalgorithm (BMA) which solves special Toeplitz systems oflinear equations is extended to an algorithm for inverting Toeplitzmatrices. The nsual BMA itself already leads to one row of theinverse of the corresponding Toeplitz matrix. The other rows arederived by additionally using the same operations that are centralto the original BMA, too. Two alternatives for the extended BMAare presented where the first includes the usual BMA without...

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