Results 21 to 30 of about 12,226 (312)
Symmetries of 2-lattices and second order accuracy of the Cauchy-Born model [PDF]
, 2013 We show that the Cauchy-Born model of a single-species 2-lattice is second order if the atomistic and continuum kinematics are connected in a novel way. Our proof uses a generalization to 2-lattices of the point symmetry of Bravais lattices. Moreover, by
Koten, Brian Van, Ortner, Christoph
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Filters in Strong BI-Algebras and Residuated Pseudo-SBI-Algebras
Mathematics, 2020 The concept of basic implication algebra (BI-algebra) has been proposed to describe general non-classical implicative logics (such as associative or non-associative fuzzy logic, commutative or non-commutative fuzzy logic, quantum logic).
Xiaohong Zhang, Xiangyu Ma, Xuejiao Wang
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International Journal of Computational Intelligence Systems, 2014 Rough set theory gives approximation models of complex knowledge structure. Agents are not present in the definition of the rough sets. Now we will show that a set of conflicting agents or active set can be used to model inconsistent decision in rough ...
Germano Resconi, Chris Hinde
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Internal structure of hexagonal skyrmion lattices in cubic helimagnets [PDF]
, 2016 We report the most precise observations to date concerning the spin structure of magnetic skyrmions in a nanowedge specimen of cubic B20 structured FeGe.
IFW Dresden +25 more
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Fuzzy ideals and fuzzy congruences of co-residuated lattices [PDF]
Journal of Hebei University of Science and TechnologyIn order to expand the theory of fuzzy logic algebra, the fuzzy ideals and fuzzy congruences of co-residuated lattices and their interrelationships were studied.
Xinyue HAN, Wei YAO
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New Journal of Physics, 2019 We study collective modes of vortex lattices in two-component Bose–Einstein condensates subject to synthetic magnetic fields in mutually parallel or antiparallel directions. By means of the Bogoliubov theory with the lowest-Landau-level approximation, we
Takumi Yoshino +3 more
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Reduction theory of lattices and its applications to cryptography and coding theory
, 2023 Lattices are fascinating mathematical structures that unify the fields of geometry and number theory. In recent years, lattices have risen to prominence outside of pure mathematical study, taking on a more practical application in the fields of ...
Porter, Christian John Donald
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Neutrosophic Multigroups and Applications
Mathematics, 2019 In recent years, fuzzy multisets and neutrosophic sets have become a subject of great interest for researchers and have been widely applied to algebraic structures include groups, rings, fields and lattices.
Derya Bakbak +2 more
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Higher-Order Theories for Doubly Curved Laminated Lattice and Honeycomb Structures [PDF]
14th WCCM-ECCOMAS Congress, 2021 A collocation model based on a Generalized Differential Quadrature Method (GDQM) is proposed for the dynamic analysis of anisotropic curved laminated structures with a central lattice core and different external constraints. The theory is based on the Equivalent Single Layer (ESL) approach, together with higher-order kinematic assumptions.
Tornabene F., Viscoti M., Dimitri R.
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Fuzzy Soft Sets and Fuzzy Soft Lattices [PDF]
International Journal of Computational Intelligence Systems, 2012 The theory of soft sets was introduced by Molodtsov in 1999 in order to deal with uncertainties. In this paper, the notion of fuzzy soft lattice is defined and some related properties are derived, which extends the notion of a fuzzy lattice to include ...
Yingchao Shao, Keyun Qin
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