Results 51 to 60 of about 3,573,561 (343)
Algebraic cycles and Todorov surfaces [PDF]
To appear in Kyoto Journal of Mathematics, 31 pages, comments still welcome !
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Non-stationary quantum walks on the cycle [PDF]
We consider quantum walks on the cycle in the non-stationary case where the `coin' operation is allowed to change at each time step. We characterize, in algebraic terms, the set of possible state transfers and prove that, as opposed to the stationary ...
Albertini, Francesca+2 more
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Algebraic cycles on Prym varieties [PDF]
entirely rewritten, final ...
Maxim Arap, Maxim Arap
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On Definability of Universal Graphic Automata by Their Input Symbol Semigroups [PDF]
Universal graphic automaton Atm(G, G′ ) is the universally attracting object in the category of automata, for which the set of states is equipped with the structure of a graph G and the set of output symbols is equipped with the structure of a graph G ...
Renat Abuhanovich Farakhutdinov+1 more
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This study aims to improve learning outcomes to determine the limit value of algebraic functions in students of class XII Tata Catering 4 SMK Negeri 2 Godean semester 1 of the 2019/2020 academic year through cooperative learning Type Take and Give.
Dini Harwidi
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Lower bounds for the algebraic connectivity of graphs with specified subgraphs
The second smallest eigenvalue of the Laplacian matrix of a graph G is called the algebraic connectivity and denoted by a(G). We prove thata(G)>π2/3(p(12g(n1, n2, …, np)2 − π2)/4g(n1, n2, …, np)4 + 4(q − p)(3g(np + 1, np + 2, …, nq)2 − π2)/g(np + 1 ...
Zoran Stanic
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Sum-of-squares decompositions for a family of noncontextuality inequalities and self-testing of quantum devices [PDF]
Violation of a noncontextuality inequality or the phenomenon referred to `quantum contextuality' is a fundamental feature of quantum theory. In this article, we derive a novel family of noncontextuality inequalities along with their sum-of-squares ...
Debashis Saha+2 more
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Algebraic cycles and fibrations
Let f:X \rightarrow B be a projective surjective morphism between quasi-projective varieties. The goal of this paper is the study of the Chow groups of X in terms of the Chow groups of B
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AbstractLet A be a finite-dimensional K-algebra over an algebraically closed field K and mod A be the category of finitely generated right A-modules. Following [1], A is said to be cycle-finite if, for every cycle M0 → m1 → … → Mn = M0 of non-zero non-isomorphisms between indecomposable modules in mod A, the morphisms on this cycle do not belong to the
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Algebraic construction of a coboundary of a given cycle [PDF]
We present an algebraic construction of the coboundary of a given cycle as a simpler alternative to the geometric one introduced in [M. Allili, T. Kaczyński, Geometric construction of a coboundary of a cycle, Discrete Comput. Geom. 25 (2001), 125–140, T.
Marcin Mazur, Jacek Szybowski
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