Multiplicative ideal theory in commutative algebra/
Multiplicative ideal theory in commutative algebra/
edited by James W. Brewer [et.al]
- New york: Springer, 2006.
- xv, 435 p. HB
1.Commutative
2. Robert Gilmer`s work on semigroup rings
3. Numerical semigroup algebras
4. Prifer rings
5. Subrings of zero-dimensional rings
6. Old problems adn new questions around integer-values polynomials and factorial sequences
7. The minimal number of generators of an invertible ideal
8. About minimal morphisms
9. What v- coprimality can do for you
10. Commutative algebra at florida state 1963-1968
9780387246000
512.44 / BRE/M
1.Commutative
2. Robert Gilmer`s work on semigroup rings
3. Numerical semigroup algebras
4. Prifer rings
5. Subrings of zero-dimensional rings
6. Old problems adn new questions around integer-values polynomials and factorial sequences
7. The minimal number of generators of an invertible ideal
8. About minimal morphisms
9. What v- coprimality can do for you
10. Commutative algebra at florida state 1963-1968
9780387246000
512.44 / BRE/M