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Depth Formula for Gorenstein Rings by GAURISH TRIVEDI is a document available to read on EtoBox.

This paper presents a depth formula for ideals in non-local rings that are homomorphic images of finite-dimensional Gorenstein rings, building on previous results by Huneke and Trivedi. The authors provide a new proof for the depth formula in local Cohen-Macaulay cases and extend it to global settings, establishing a finite set of associated primes for the depth calculation. Additionally, they derive a formula for the finiteness dimension of modules over these rings, highlighting the connections between dep

Author

GAURISH TRIVEDI

Language

EN