Results 201 to 210 of about 6,593 (247)
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Nature, 2003
In creating the mitotic spindle and the contractile ring, natural selection has engineered fascinating precision machines whose movements depend upon forces generated by ensembles of cytoskeletal proteins. These machines segregate chromosomes and divide the cell with high fidelity.
Jonathan M, Scholey +2 more
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In creating the mitotic spindle and the contractile ring, natural selection has engineered fascinating precision machines whose movements depend upon forces generated by ensembles of cytoskeletal proteins. These machines segregate chromosomes and divide the cell with high fidelity.
Jonathan M, Scholey +2 more
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Studies in Applied Mathematics, 1977
We discuss the question of the size and composition of the largest subset Q of N = f 1, 2, ..., nf so that no one divides two others. We find that, as n→, 0.6725n ⩽ |Q| ⩽ 0.6736n, with more accurate bounds achievable by additional computation.
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We discuss the question of the size and composition of the largest subset Q of N = f 1, 2, ..., nf so that no one divides two others. We find that, as n→, 0.6725n ⩽ |Q| ⩽ 0.6736n, with more accurate bounds achievable by additional computation.
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Paul And The Messianic Division Of Division
2022The presence of dualisms, as well as the possibility of a negative dialectic in Agamben’s work, is analyzed in this chapter through his commentary on Paul’s letter to the Romans in order to more fully elucidate the ‘division of division itself’ as one of the major concepts at work in his characterizations of a form-of-life lived beyond the law.
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Division systems and division spaces
1991Abstract Generalized Riemann and variational integration theory connect a base space T of points of some kind, a space K of values, and three structures, (a) division systems and division spaces in T, (b) the algebra of K, (c) a topology or an order in K to define limits.
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The Mathematical Intelligencer, 1988
If one reduces all the entries in the Pascal triangle of binomials modulo 2 or more generally modulo a prime number p the resulting triangle of residuals shows interesting patterns which can be visualized by the use of computer outprints. Exploiting these regularities leads to well comprehensible proofs of deeper relations for the binomials like a ...
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If one reduces all the entries in the Pascal triangle of binomials modulo 2 or more generally modulo a prime number p the resulting triangle of residuals shows interesting patterns which can be visualized by the use of computer outprints. Exploiting these regularities leads to well comprehensible proofs of deeper relations for the binomials like a ...
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ACM SIGGRAPH 99 Electronic art and animation catalog, 1999
George M. Nadeau, Ian Quinn
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George M. Nadeau, Ian Quinn
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The order dimension of divisibility
Journal of Combinatorial Theory - Series A, 2021Victor Seixas Souza
exaly
2008
Abstract This article provides a review of the literature on fair division, which has flourished in recent years. It focuses on three different literatures in the field: the allocation of several indivisible goods, the division of a single heterogeneous good, and the division, in whole or in part, of several divisible goods.
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Abstract This article provides a review of the literature on fair division, which has flourished in recent years. It focuses on three different literatures in the field: the allocation of several indivisible goods, the division of a single heterogeneous good, and the division, in whole or in part, of several divisible goods.
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Exact divisibility by powers of the Pell and Associated Pell numbers
Proceedings of the Indian Academy of Sciences: Mathematical Sciences, 2021Asim Patra, G K Panda
exaly