Results 1 to 10 of about 6,017,875 (219)
Finite type invariants for knotoids [PDF]
European Journal of Combinatorics, 2021 We extend the theory of Vassiliev (or finite type) invariants for knots to knotoids using two different approaches. Firstly, we take closures on knotoids to obtain knots and we use the Vassiliev invariants for knots, proving that these are knotoid isotopy invariant.
Manousos Manouras +2 more
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ISOMETRIC FOLDING OF FINITE TYPE [PDF]
Delta Journal of Science, 2005 In this paper we introduced a new type of isometric folding we called it isometric folding of finite type. We proved that any isometric folding is of finite type if it determines a stratification on M made up of finitely many strata of dimensions 0 and 1.
M.A. Abou Shanab, E.M. EL-Kholy
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FEM Applications of Catenary Type Structures [PDF]
INCAS Bulletin, 2022 The paper deals with Finite Element Modeling of catenary type structures starting from practical problems related to a single cable segment in the case of an electric transmission line.
Viorel ANGHEL +2 more
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SUBSHIFTS OF FINITE TYPE WITH A HOLE
Journal of the Australian Mathematical Society, 2022 AbstractWe consider a subshift of finite type on q symbols with a union of t cylinders based at words of identical length p as the hole. We explore the relationship between the escape rate into the hole and a rational function, $r(z)$ , of correlations between forbidden words in the subshift with the hole.
Cheriyath, Haritha, Agarwal, Nikita
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On Normality in Shifts of Finite Type [PDF]
Theory of Computing Systems, 2019 In this paper we consider the notion of normality of sequences in shifts of finite type. A sequence is normal if the frequency of each block exists and is equal to the Parry measure of the block. We give a characterization of normality in terms of incompressibility by lossless transducers. The result was already known in the case of the full shift.
Nicolás Alvarez, Olivier Carton
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A Note on Type-Symmetries in Finite Games
Mathematics, 2022 In two-action generalized polymatrix games, Nash equilibria are support-type-symmetric, i.e., determined by supports for each type of player. We show that such a property does not generalize straightforwardly for games with at least three actions or ...
Renato Soeiro, Alberto A. Pinto
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Explicit Stable Finite Difference Methods for Diffusion-Reaction Type Equations
Mathematics, 2021 By the iteration of the theta-formula and treating the neighbors explicitly such as the unconditionally positive finite difference (UPFD) methods, we construct a new 2-stage explicit algorithm to solve partial differential equations containing a ...
Humam Kareem Jalghaf +4 more
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THA-surfaces of finite type in the Galilean space 𝔾3
Annals of the West University of Timisoara: Mathematics and Computer Science, 2022 In this article, we study THA-surfaces in the Galilean space 𝔾3, which has finite type immersion.
Senoussi Bendehiba +2 more
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Finite $F$-representation type for homogeneous coordinate rings of non-Fano varieties [PDF]
Épijournal de Géométrie Algébrique, 2023 Finite $F$-representation type is an important notion in characteristic-$p$ commutative algebra, but explicit examples of varieties with or without this property are few.
Devlin Mallory
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On representations of finite type [PDF]
Proceedings of the National Academy of Sciences, 1998 Representations of the (infinite) canonical anticommutation relations and the associated operator algebra, the fermion algebra, are studied. A “coupling constant” (in (0,1]) is defined for primary states of “finite type” of that algebra. Primary, faithful states of finite type with arbitrary coupling are constructed and classified.
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