Results 251 to 260 of about 543,884 (273)

Twisted 𝒪-operator families on Leibniz algebras and NS-Leibniz family algebras

Journal of Algebra and Its Applications
In this paper, we first define twisted [Formula: see text]-operator families on Leibniz algebras indexed by a semigroup [Formula: see text]. Then we introduce and study NS-Leibniz family algebras as the underlying structures of twisted [Formula: see text]-operator families.
Linlin Liu, Huihui Zheng
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Leibniz-Type Rules for Bilinear and Biparameter Fourier Multiplier Operators with Applications

Potential Analysis, 2020
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Jiexing Yang, Zongguang Liu, Xinfeng Wu
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Operativity and Representativity of the Sign in Leibniz

2015
In opposition to, or in the line of, philosophy cannot grow except inside a tradition. This is precisely the issue with contemporary research on diagrammatic thinking. We all agree that it is essential to go back to Peirce or Husserl not only to recognize important roots, to honour significant predecessors, but to recover their insights, to make use of
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On the injectivity of the Leibniz operator

2012
FCT via ...
Descalço, L., Martins, Manuel A.
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Leibniz Versus Stahl on the Way Machines of Nature Operate

2010
Duchesneau argues that the theory of living beings as machines of nature and the conception of composite substances endowed with conjoined souls, entelechies, or monads, as well as that of organic bodies, were solidified over the course of the transformations of Leibniz’s thought that issued in the New System of Nature. On this basis, the monadological
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Newton–Leibniz integration for ket–bra operators (III)—Application in fermionic quantum statistics

Annals of Physics, 2007
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Newton–Leibniz integration for ket–bra operators (II)—application in deriving density operator and generalized partition function formula

Annals of Physics, 2007
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Hamilton Operators and Related Integrable Differential Algebraic Novikov–Leibniz Type Structures

2018
There is devised a general differential-algebraic approach to constructing multi-component Hamiltonian operators as classical Lie–Poisson structures on the suitably constructed adjacent loop Lie co-algebras. The related Novikov–Leibniz type algebraic structures are derived, a new nonassociative right Leibniz and Riemann algebra is constructed, deeply ...
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Leibniz vs. Stahl on the way machines of nature operate

2011
The theory of living beings as machines of nature and the conception of composite substances endowed with conjoined souls, entelechies, or monads, as well as that of organic bodies, were solidified over the course of the transformations of Leibniz's thought that issued in the New System of Nature.
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COHOMOLOGY AND DEFORMATIONS OF O-OPERATORS ON LEIBNIZ CONFORMAL ALGEBRAS

2023
Tianqi Feng, Liangyun Chen
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