Conference on Commutative Algebra
Conference on Commutative Algebra Lawrence, Kansas 1972 / [electronic resource] :
Proceedings
edited by James W. Brewer, Edgar A. Rutter.
- X, 258 p. online resource.
- Lecture Notes in Mathematics, 311 0075-8434 ; .
- Lecture Notes in Mathematics, 311 .
On Macaulay's examples -- Prime ideals in power series rings -- Krull dimension of polynomial rings -- A note on the faithfulness of the functor S R(?) -- On a problem in linear algebra -- Maximal ideals in polynomial rings -- A cancellation problem for rings -- Three conjectures about modules over polynomial rings -- Prüfer-like conditions on the set of overrings of an integral domain -- Integrally closed pairs -- Noetherian intersections of integral domains II -- Cohen-macaulay modules -- Commutative rings -- On euclidean rings of algebraic functions -- Subfields of index 2 of elliptic function fields -- The group of divisibility and its applications -- Homological dimension and Euler maps -- Chain conjectures and H-domains -- On the number of generators of ideals of dimension zero -- Rings of global dimension two.
9783540383406
10.1007/BFb0068913 doi
Algebra.
Algebra.
QA150-272
512
On Macaulay's examples -- Prime ideals in power series rings -- Krull dimension of polynomial rings -- A note on the faithfulness of the functor S R(?) -- On a problem in linear algebra -- Maximal ideals in polynomial rings -- A cancellation problem for rings -- Three conjectures about modules over polynomial rings -- Prüfer-like conditions on the set of overrings of an integral domain -- Integrally closed pairs -- Noetherian intersections of integral domains II -- Cohen-macaulay modules -- Commutative rings -- On euclidean rings of algebraic functions -- Subfields of index 2 of elliptic function fields -- The group of divisibility and its applications -- Homological dimension and Euler maps -- Chain conjectures and H-domains -- On the number of generators of ideals of dimension zero -- Rings of global dimension two.
9783540383406
10.1007/BFb0068913 doi
Algebra.
Algebra.
QA150-272
512