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Diagnosis and management of urinary incontinence in females. [PDF]
CMAJGagnon LH, Edell H, Lee PE.
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Assessing Order in Liquid, Supercooled, and Crystalline Water. [PDF]
J Phys Chem BMaharjan R, Williamson C, Fennell CJ.
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On the fundamental theorem of regular local rings
On the fundamental theorem of regular local ringsopenaire +1 more source
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A REMARK ON THE HENSELIZATION OF A REGULAR LOCAL RING
Chinese Annals of Mathematics Series B, 1999The author gives a characterization of the Henselization of an excellent regular local ring in terms of elements of the completion. Thus if \((R,m)\) is an excellent regular local with \(\widehat R\) as its completion, then an element \(a\) belongs to the Henselization \(\widetilde R\) if and only if there exists \(a b\) in \(\widehat R\) such that a \(
Carlos Galindo
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p-BASIS OF A REGULAR SEMI-LOCAL RING
SUT Journal of Mathematics, 1995On démontre la généralisation suivante d'un théorème donné aussi des mêmes auteurs [J. Math. Soc. Japan 34, 371-378 (1982; Zbl 0478.13009)]. Soient \(p > 0\) un nombre premier, \(R\) un anneau semilocal régulier de caractéristique \(p\) et \(R' \supseteq R^p\) un sous-anneau de \(R\) tel que \(R\) soit fini sur \(R'\).
KIMURA, Tetsuzo, NIITSUMA, Hiroshi
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Mathematika, 1956
In the following pages there will be found an account of the properties of a certain class of local rings which are here termed semi-regular local rings . As this name will suggest, these rings share many properties in common with the more familiar regular local rings, but they form a larger class and the characteristic properties are preserved under ...
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In the following pages there will be found an account of the properties of a certain class of local rings which are here termed semi-regular local rings . As this name will suggest, these rings share many properties in common with the more familiar regular local rings, but they form a larger class and the characteristic properties are preserved under ...
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Erratum to "Regular Overrings of Regular Local Rings"
Transactions of the American Mathematical Society, 1975THEOREM. Let (R, M) be an n-dimensional regular local ring, n > 1. Let x, xl, .. , xi be an R-sequence and T = R [xl/x, . . . , xi/x]. Then T is an ndimensional regular domain if and only if one of the following holds: (a) the elements x, x, ... , xi form a subset of a minimal basis for M, (b) (1) x E M2 and the elements xl, ...
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