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.
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.
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