Some results about modules over discrete hodge algebras
Article
Received:
- 37 Downloads
- 4 Citations
Preview
Unable to display preview. Download preview PDF.
References
- [B]Bass, H.: Some Problems in “classical” algebraicK-theory. In: AlgebraicK-Theory, II. Lecture Notes in Mathematics, No.342. Berlin Heidelberg New York: Springer 1972Google Scholar
- [BR-1]Bhatwadekar, S.M., Roy, A.: Stability Theorems for Overrings of Polynomial Rings. Invent. Math.68 117–127 (1983)Google Scholar
- [BR-2]Bhatwadekar, S.M., Roy, A.: Some Theorems about Projective Modules over Polynomial Rings. J. Algebra, Vol.86 (1984)Google Scholar
- [EE-1]Eisenbud, D., Evans, E.G.: Three Conjectures about Modules over Polynomial Rings. Conference on Commutative Algebra, Lecture Notes in Mathematics, No.311. Berlin Heidelberg New York: Springer 1972Google Scholar
- [EE-2]Eisenbud, D., Evans, E.G.: Generating Modules efficiently: Theorems from AlgebraicK-Theory. J. Algebra27/2, 278–305 (1973)Google Scholar
- [F]Forster, O.: Über die Anzahl der Erzeugenden eines Ideals in einem Noetherschen Ring. Math. Z.84, 80–87 (1964)Google Scholar
- [Mi]Milnor, J.: Introduction to AlgebraicK-Theory. Princeton: University Press 1971Google Scholar
- [MR]Mohan Kumar, N., Murthy, M.P., Roy, A.: Cancellation Theorems for Projective Modules over finitely generated rings (In preparation)Google Scholar
- [MK-1]Mohan Kumar, N.: On Two Conjectures about Polynomial Rings. Invent. Math.46, 225–236 (1978)Google Scholar
- [MK-2]Mohan Kumar, N.: Some Theorems on Generation of Ideals in Affine Algebras. Comment. Math. Helv.59 (1984)Google Scholar
- [P]Plumstead, B.R.: The Conjectures of Eisenbud and Evans. Am. J. Math.105 (1983)Google Scholar
- [R]Reisner, G.: Cohen-Macaulay Quotients of Polynomial Rings. Adv. Math.21 30–49 (1976)Google Scholar
- [S]Suslin, A.A.: A Cancellation Theorem for Projective Modules over Algebras. Sov. Math., Dokl.18, No.5, 1281–1284 (1977)Google Scholar
- [Sw-1]Swan, R.G.: The Number of Generators of a Module. Math. Z.102 318–322 (1967)Google Scholar
- [Sw-2]Swan, R.G.: Projective Modules over Laurent Polynomial Rings. Trans. Am. Math. Soc.237 (1978)Google Scholar
- [V]Vorst, T.: The Serre Problem for Discrete Hodge Algebras. Math. Z.184 (1983)Google Scholar
Copyright information
© Springer-Verlag 1985