EKSISTENSI MATRIKS KRONECKER

KRISTINA, IMA (2009) EKSISTENSI MATRIKS KRONECKER. Other thesis, University of Muhammadiyah Malang.

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Abstract

The objective of this writing are: (a) shows the algorithm of Euclid on polinomial, (b) shows the nature of the matrix kronecker, (c) shows the role of the division algorithm and Euclid on the polinomial matrix kronecker existence of polinomial (a, b). Suppose and are polinomial and, if, then there is a polinomial and single, which is the result of the division and the rest is, or with so-called algorithm of Euclid. From the results for (q) in a division using the algorithm of Euclid on any polinomial (a, b) can be prepared with a matrix called the matrix kronecker. A matrix can be said as to kronecker matrix polinomial pair (a, b) berderajat n matrix that is shaped to meet three conditions if determined, namely(a) (b) deg < deg, (c) < deg, polinomial. Kronecker matrix have some nature are best aproksimasi, the composition of the division algorithm and Euclid. Existence kronecker matrix is shown by one of the nature of the matrix kronecker algorithm of Euclid.

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