APLIKASI MATRIKS HANKEL PADA PERHITUNGAN RESULTAN DUA POLINOMIAL

R Rosnawati

Abstract


Let F be a fieldf and g in F[x], with degre f is n and degre g is m. Computing resultant two polynomials  with Hankel matrics give a size of matrics less than Sylvester method, that is maximum n or m.

Keywords


resultan; Hankel matrics; Sylvester method

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References


Brown, W.C. (1993) Matrices Over Commutative Rings, Marcel Dekker Inc, New York

Griffiths, H.B. (1981) Cayley’s Version of Resultan of Two Polynomials, Amer. Math. Monthy, Vol 88, pp 328-338.

Hartwig, R.E. (1972) The Resultans and The Solutions AX-XB = C, SIAM. J. Appl. Math, 22:538-544

Ma, E.C. (1966) A finite Series Solutions of Matrix Equation AX_XB = C. SIAM. J. Appl. Math, 28 : 490-495.

Orzech, G. (1994) Several Version of Resultant of Two Polynomial, Linear and Multilinear Algebra, Vol 16, pp 275-282.

Prasolov, V.V. (1994) Problem and Theorems in Linear Algebra. American Mathematical Society, Provindence, R.I.

Van der Waerden, B.L. (1953) Modern Algebra, Vol 1, Prederikck Ungar, New York.




DOI: https://doi.org/10.18269/jpmipa.v3i1.34974

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