... Ошибки округления при суммировании . ... Ассоциативность операции скалярного сложения, позволяющая нам при конструировании алгоритма суммирования использовать различный порядок для получения ускорения, является общим свойством также и многих других операций (скалярного умножения, матричных сложения и умножения) , что позволяет распараллеливать, казалось бы, такие нераспараллеливаемые последовательные методы, как схемы Горнера и прогонки. ... Дадим ее схему для суммирования 8 элементов на рисунке: . ...
... One can compare the positions of these singularities and their corresponding singular variables in the Feynman diagrams which contribute to the signal process under consideration, and to both reducible and irreducible backgrounds. ... For a standard analysis using cuts on variables, one should cut hard against the regions of singularities in the background singular variables while keeping the regions with singularities for the signal singular variables (see e.g. [8]). ...
Sbornik : Mathematics 201:3 117 Matematicheski Sbornik 201:3 320 i c 2010 RAS(DoM) and LMS DOI 10.1070/SM2010v201n03ABEH004074 Elementary equivalence of Chevalley groups over lo cal rings E. I. Bunina Abstract. It is proved that (elementary) Chevalley groups over local rings with invertible 2 are elementarily equivalent if and only if their types and weight lattices coincide and the initial rings are elementarily equivalent. ... Keywords: Chevalley groups, elementary equivalence, local rings. ...
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