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Quantum theory based on common relativity and fuzzy matrices as operators

Il Nuovo Cimento B Series 11, 1986
Four-dimensional commutation relations and Hamiltonian dynamics with constraints are discussed. The invariant volume element |b|d3x/co in common relativity is employed to give a meaning to the invariant probability |ψI(xμ)|2 d4x in quantum theory. In fuzzy quantum mechanics, the co-ordinate and the momentum variables are “fuzzy continuous matrices ...
openaire   +1 more source

Fuzzy Set Theory for Planning the Operation of a Motor Transport Enterprise

2020
The emphasis is placed on the uncertainty of demand in the planning of the volume of transportation of goods in intercity traffic for motor transport enterprises, requiring managers to make scientifically sound management decisions aimed at fulfilling the terms of the contracts.
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Operator Theory and Fixed Points in Fuzzy Normed Algebras and Applications

2018
In this chapter, first, we consider the concept of fuzzy Banach algebras and fuzzy compact operators in fuzzy normed spaces. Then we apply some fixed point theorems to solve the operator equation AxBx = x in fuzzy Banach algebras under some nonlinear contraction.
Yeol Je Cho   +2 more
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SURVEY ON MILITARY OPERATIONS OF FUZZY SET THEORY AND ITS APPLICATIONS

2020
In recent years, with the increase in investment in countries' military expenditures, the importance of decision-making problems in the military has gradually increased. There are various uncertainties such as vagueness, imprecise or ambiguous in decision-making problems.
DEVECİ, Muhammet   +2 more
openaire   +1 more source

L-fuzzy generalized neighborhood system operator-based L-fuzzy approximation operators

International Journal of General Systems, 2021
Fu-Gui Shi
exaly  

Generalized arithmetic operations in interval-valued fuzzy set theory

Journal of Intelligent & Fuzzy Systems: Applications in Engineering and Technology, 2005
Glad Deschrijver, Annelies Vroman
openaire   +2 more sources

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