DADU SICHERMAN

(Suatu Aplikasi dari Faktorisasi Tunggal Pada Z[X])

Authors

  • Dr. Elah Nurlaelah, M.Si Indonesia University of Education image/svg+xml Author

DOI:

https://doi.org/10.18269/jpmipa.v2i1.34894

Keywords:

ring R[X], daerah Integral, polynomial irreducible, Faktorisasi tunggal pada Z[X]

Abstract

An interesting application of unique factorization in Z[X] is Sicherman dice. The dice is a pair of dice whose has different number from ordinary dice which faces are labeled 1 through 6. But probability the sum of faces are same as the sum of ordinary dices. Sicherman dice is obtained by using one to one correspondence between the two polynomials and the face of two dice of ordinary dice.

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Author Biography

  • Dr. Elah Nurlaelah, M.Si, Indonesia University of Education

    matematika

References

Chaudhuri,N.P. Abstract Algebra.McGraw-Hill Offices. New York. 1969.

Durbin. John.R. . Modern Algebra An Introduction. John Wiley & Sons. New York. 3rd Edition.1992.

Gallian,A.J. Contemporary Abstract Algebra.D.C. Heath and Company. Toronto. Second Edition.1990.

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Published

30-06-2001

How to Cite

DADU SICHERMAN: (Suatu Aplikasi dari Faktorisasi Tunggal Pada Z[X]). (2001). Jurnal Pengajaran Matematika Dan Ilmu Pengetahuan Alam, 2(1), 20-26. https://doi.org/10.18269/jpmipa.v2i1.34894