نتایج جستجو برای: bruns formula
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in fact, this study focused on the following questions: 1. is there any difference between the effect of functional/notional approach and the structural approaches to language teaching on the proficiency test of efl learners? 2. can a rather innovative language test referred to as "functional test" ge devised so so to measure the proficiency test of efl learners, and thus be as much reliable an...
Let N be a finitely generated module over a Noetherian local ring (R,m). We give criteria for the height of the order ideal N∗(x) of an element x ∈ N to be bounded by the rank of N . The Generalized Principal Ideal Theorem of Bruns, Eisenbud and Evans says that this inequality always holds if x ∈ mN . We show that the inequality even holds if the hypothesis becomes true after first extending sc...
1. Algeciras-Schimnich A, Bruns DE, Boyd JC, Bryant SC, LaFortune KA, Grebe SKG. Failure of current laboratory protocols to detect lot-to-lot reagent differences: findings and possible solutions. Clin Chem 2013;59:1187–94. 2. Bais R. What information should manufacturers provide on their procedures? Clin Chem 2006; 52:1624–5. 3. Bais R, Armbruster D, Jansen RTP, Klee G, Panteghini M, Passarelli...
0006-3207/$ see front matter 2013 Elsevier Ltd. All rights reserved. http://dx.doi.org/10.1016/j.biocon.2013.11.003 ⇑ Corresponding author. Tel.: +1 609 694 3280. E-mail address: [email protected] (B.L. Sullivan). Brian L. Sullivan a,⇑, Jocelyn L. Aycrigg , Jessie H. Barry , Rick E. Bonney , Nicholas Bruns a Caren B. Cooper , Theo Damoulas , André A. Dhondt , Tom Dietterich , Andrew Farnsworth ...
1. American Diabetes Association. Nephropathy in diabetes. Diabetes Care 2004;27:S79–S83. 2. Gross JL, de Azevedo MJ, Silveiro SP, Canani LH, Caramori ML, Zelmanovitz T. Diabetic nephropathy: diagnosis, prevention, and treatment. Diabetes Care 2005;28:164 –76. 3. Sacks DB, Bruns DE, Goldstein DE, Maclaren NK, McDonald JM, Parrott M. Guidelines and recommendations for laboratory analysis in the ...
In [3] Bruns, Gubeladze, and Trung define the notion of polytopal semigroup ring as follows. Let P be a lattice polytope in R, i. e. a polytope whose vertices have integral coordinates, and K a field. Then one considers the embedding ι : R → R, ι(x) = (x, 1), and chooses SP to be the semigroup generated by the lattice points in ι(P ); the K-algebra K[SP ] is called a polytopal semigroup ring. S...
Abstract We discuss a new memory-efficient depth-first algorithm and its implementation that iterates over all elements of finite locally branched lattice. This can be applied to face lattices polyhedra various generalizations such as polyhedral complexes subdivisions manifolds, extended tight spans closed sets matroids. Its practical is very fast compared state-of-the-art implementations previ...
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