An intrinsic definition of the Rees algebra of a module
This paper concerns a generalization of the Rees algebra of ideals due to Eisenbud, Huneke and Ulrich that works for any finitely generated module over a noetherian ring. Their definition is in terms of maps to free modules.
Sædén Ståhl, Gustav, +1 more
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Supervised Study: Required Independent Research at a Community College Supports Persistence in Science. [PDF]
Allison AB +5 more
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Rees algebras of complete bipartite graphs.
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 \(R(I)\).
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A study on the preparation conditions of lidocaine microemulsion based on multi-objective genetic algorithm. [PDF]
Qiao Y +12 more
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Algebra and technology: Emerging issues [PDF]
Although there are a number of technologies related to school algebra, it is only the personal technology of the graphics calculator that seems likely to be available widely enough to influence curriculum design and implementation on a large scale.
Kissane, B.
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Association between somatosensory sensitivity and regional gray matter volume in healthy young volunteers: a voxel-based morphometry study. [PDF]
Onishi H +8 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]
Barter E +3 more
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Ordinary varieties with trivial canonical bundle are not uniruled. [PDF]
Patakfalvi Z, Zdanowicz M.
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On the diagonals of a Rees algebra
L’objectiu d’aquesta memòria és l’estudi de les propietats aritmètiques de les diagonals d’una àlgebra de Rees o, des d’un punt de vista geomètric, dels anells de coordenades homogenis d’immersions d’explosions de varietats projectives al llarg d’una subvarietat. En primer lloc, anem a introduir el tema i els principals problemes que tractarem.
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Note from Elfan and Barbara Rees
Note from Elfan and Barbara Rees at the passing of Prof. Z.K. Matthews.
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