Supervised Study: Required Independent Research at a Community College Supports Persistence in Science. [PDF]
CBE Life Sci Educ, 2022 Allison AB +5 more
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Artin-Rees property and Artin-Rees rings
, 2010 We study the problem asking which ideals in Noetherian rings have the Artin-Rees property, and want to obtain new ideals with this property from those for which we know that satisfy it.
Širola, Boris, Boris Širola
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A study on the preparation conditions of lidocaine microemulsion based on multi-objective genetic algorithm. [PDF]
Front Pharmacol, 2023 Qiao Y +12 more
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Rees algebras of complete bipartite graphs.
Matemática Contemporânea, 1999 To every graph one can associate an ideal \(I\) generated by the products of the pairs of variables of the edges. This paper studies the Rees algebra \(R(I)\) of the edge ideal of complete bipartite graphs. It gives a Gröbner basis for the defining ideal and then uses it to compute the Hilbert series of \(R(I)\).
openaire +2 more sources
Association between somatosensory sensitivity and regional gray matter volume in healthy young volunteers: a voxel-based morphometry study. [PDF]
Cereb Cortex, 2023 Onishi H +8 more
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Grothendieck–Serre formula and bigraded Cohen–Macaulay Rees algebras
, 2002 The Grothendieck–Serre formula for the difference between the Hilbert function and Hilbert polynomial of a graded algebra is generalized for bigraded standard algebras.
JAYANTHAN, AV +3 more
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A closed form for Jacobian reconstruction from time series and its application as an early warning signal in network dynamics. [PDF]
Proc Math Phys Eng Sci, 2021 Barter E +3 more
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On the Rees algebra and the conductor of an ideal
For an ideal $I$ in a Noetherian ring $R$, we introduce and study its conductor as a tool to explore the Rees algebra of $I$. The conductor of $I$ is an ideal $C(I)\subset R$ obtained from the defining ideals of the Rees algebra and the symmetric algebra
Herzog, Jürgen +3 more
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Equations of multi-Rees Algebras
, 2018 In this thesis we describe the defining equations of certain multi-Rees algebras. First, we determine the defining equations of the multi-Rees algebra $R[I^{a_1}t_1,\dots,I^{a_r}t_r]$ over a Noetherian ring $R$ when $I$ is an ideal of linear type.
Jabbar Nezhad, Babak
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Ordinary varieties with trivial canonical bundle are not uniruled. [PDF]
Math Ann, 2021 Patakfalvi Z, Zdanowicz M.
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