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Fundamental relation on fuzzy hypermodules
Soft Computing, 2019zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bijan Davvaz, Narjes Firouzkouhi
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Fuzzy hyperrings and fundamental relation
Journal of Intelligent & Fuzzy Systems, 2016In this paper we introduce and analyze the fundamental relation on fuzzy hyperrings. This relation is the smallest equivalence relation on a given fuzzy hyperring such that it’s quotient structure is a ring. Then we introduce the notion of a fuzzy complete part of a fuzzy hyperring and we study the relationship between the fundamental relation and ...
Tahereh Nozari, Najmeh Fahimi
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Fundamentals and Related Literature
2020In this chapter, we will introduce some fundamental concepts serving as the building blocks of our research work, which include the state estimation, bad data detection, as well as FmDI attacks against state estimation. In addition, the state-of-the-art literature reviews on existing intrusion detection systems (IDSs), FDI attacks detection, and ...
Beibei Li, Rongxing Lu, Gaoxi Xiao
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Fundamental relations in seismometry
Geophysics, 1937Abstract The equations for dynamical equilibrium of a geophone are derived by means of the Lagrange method and applied to the particular cases of a moving armature geophone, moving conductor geophone, and electrostatic geophone. The galvanometer for seismic recording is usually of the moving coil type and its equations are similar to ...
S. A. Scherbatskoy, J. Neufeld
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Fundamental Critical Relations
Phase Transitions, 2003We consider systems which exhibit typical critical dependence of the specific heat: Δc (T c - T) - γ (T T c ) where y, y' are critical exponents (y = a for Δc = Δc p , N , γ = α for Δc = Δc V , N ), as well as, the case when Δc [ln ‖T c - T ‖] α (a = 1/3), uniaxial ferroelectrics; a = 1, liquid He 4 ).
M. Matlak, B. Grabiec
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An Isomorphism Related to Gödel's Fundamental Operations
Logic Journal of IGPL, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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2015
Recall from Chap. 1 that one of the best-known equations in science is F = ma, which is called Newton’s second law of motion. This equation asserts that in an inertial frame of reference, the time rate of change of the linear momentum m v for a mass particle m must balance the forces F that are applied to the particle.
Jay D. Humphrey, Sherry L. O’Rourke
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Recall from Chap. 1 that one of the best-known equations in science is F = ma, which is called Newton’s second law of motion. This equation asserts that in an inertial frame of reference, the time rate of change of the linear momentum m v for a mass particle m must balance the forces F that are applied to the particle.
Jay D. Humphrey, Sherry L. O’Rourke
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Fundamental relations in photoplasticity
British Journal of Applied Physics, 1953Photoelastic methods of stress analysis have so far been limited to the study of problems of elasticity. The usefulness of such methods has been extended to cover inelastic behaviour by showing that the relative retardation due to loading is determined by the stress and strain components independently of the history of loading.
S E A Bayoumi, E K Frankl
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Fundamentals of Relational Mindfulness
2021The relational mindfulness project is strongly based on the perspective of relational being of social constructionism, as an alternative to the conceptions of self, anchored in romantic self and mechanical self. It questions the modern traditional understanding, according to which mindfulness is translated/interpreted to a framing of individual mind ...
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