| #2812171 in Books | 1996-12-03 | Original language:English | PDF # 1 | 10.50 x7.50 x.75l,1.90 | File type: PDF | 322 pages|
Integer-valued polynomials on the ring of integers have been known for a long time and have been used in calculus. Polya and Ostrowski generalized this notion to rings of integers of number fields. More generally still, one may consider a domain $D$ and the polynomials (with coefficients in its quotient field) mapping $D$ into itself. They form a $D$-algebra--that is, a $D$-module with a ring structure. Appearing in a very natural fashion, this ring possesses quite a ric...
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