Let $(R,\mathfrak{m})$ be a regular local ring containing a field $K$. Let $I$ be a Cohen-Macaulay ideal of height $g$. If $\text{char } K = p > 0$ then by a result of Peskine and Szpiro the local cohomology modules $H^i_I(R)$ vanish for $i > g$. Thi...
So after checking out the App coming soon for ios (Iphone), I am starting to understand what GameStop is doing. Being that I tried to sign up for opensea with my daughter (an artist). We both decid...
A user recently had a great post about RCEO's strategy- see the post here: [ https://www.reddit.com/r/Superstonk/comments/1qyiegw/69d\_chess\_was\_never\_a\_meme/ ](https://www.reddit.com/r/Superston...
Whatever Happened to the Cambridge Capital Theory Controversies? Avi J. Cohen and G. C. Harcourt This feature addresses the history of economic words and ideas. The hope is to deepen the …
Let A be a Noetherian local ring with the maximal ideal m and d=dimA. Let Q be a parameter ideal in A. Let I=Q:m. The problem of when the equality I^2=QI holds true is explored. When A is a Cohen-Macaulay ring, this problem was completely solved by...
As part of stratification of Cohen-Macaulay rings, we introduce and develop the theory of Goto rings, generalizing the notion of almost Gorenstein rings originally defined by V. Barucci and R. Fröberg in 1997. What has dominated the series of resear...
In the present paper we investigate reflexive modules over the endomorphism algebras of reflexive trace ideals in a one-dimensional Cohen-Macaulay local ring. The main theorem generalizes both of the results of S. Goto, N. Matsuoka, and T. T. Phuong...
The notion of almost Gorenstein local ring introduced by V. Barucci and R. Fröberg for one-dimensional Noetherian local rings which are analytically unramified has been generalized by S. Goto, N. Matsuoka and T. T. Phuong to one-dimensional Cohen-Ma...
Feb 23, 2026 · The Real Housewives of Atlanta alum Kandi Burruss is (mostly) opening up about her divorce from Todd Tucker. On Sunday night’s (Feb. 22) episode of Watch What Happens Live, host …
Athlete A is a 2020 American documentary film about the USA Gymnastics sex abuse scandal. Directed by Bonni Cohen and Jon Shenk, the documentary follows
Recently, an increasing interest in UV/IR mixing phenomena has drawn attention to the range of validity of standard quantum field theory. Here we explore the consequences of such a limited range of validity in the context of radiative models for neut...
Let F be a field and let G be a finite graph with a total ordering on its edge set. Richard Stanley noted that the Stanley-Reisner ring F(G) of the broken circuit complex of G is Cohen-Macaulay. Jason Brown gave an explicit description of a homogen...
Feb 23, 2026 · The Real Housewives of Atlanta alum Kandi Burruss is (mostly) opening up about her divorce from Todd Tucker. On Sunday night’s (Feb. 22) episode of Watch What Happens Live, host …
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The dimensional-deconstruction prescription of Arkani-Hamed, Cohen, Kaplan, Karch and Motl provides a mechanism for recovering the $A$-type (2,0) theories on $T^2$, starting from a four-dimensional $\mathcal N=2$ circular-quiver theory. We put this c...
Monsters lurk within mathematical as well as literary haunts. I propose to trace some pathways between these two monstrous habitats. I start from Jeffrey Jerome Cohen's influential account of monster culture and explore how well mathematical monsters...
Beautiful Losers is the second and final novel by Canadian writer and musician Leonard Cohen. It was published in 1966, before he began his career as a
We present a new approach to interpreting IRR that is empirical and contextualized. It is based upon benchmarking IRR against baseline measures in a replication, one of which is a novel cross-replication reliability (xRR) measure based on Cohen's kap...
The Saved is a Dutch documentary released in 1998. It was directed by Paul Cohen and Oeke Hoogendijk. The Saved portrays the true story of about 600 Jews
Snow Capers is a 1948 short documentary film about winter sports in the Rocky Mountains directed by Arthur Cohen. It was nominated for an Oscar for Short