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math.AC2021★ 5 cited
Homological properties of pinched Veronese rings
Kyle Maddox, Vaibhav Pandey
Pinched Veronese rings are formed by removing an algebra generator from a Veronese subring of a polynomial ring. We study the homological properties of such rings, including the Co…
math.AC2020★ 4 cited
Cohomological dimension of ideals defining Veronese subrings
Vaibhav Pandey
Given a standard graded polynomial ring over a commutative Noetherian ring , we prove that the cohomological dimension and the height of the ideals defining any of its Veronese…
math.AC2016
Ring Of Real Analytic Functions on
Sagar Shrivastava, Vaibhav Pandey
We consider the ring of real analytic functions defined on , i.e. In this…