Results 41 to 50 of about 19,963,404 (159)
Coincidence Point and Common Fixed Point in $C^*$-algebra Valued $\mathcal{R}$-metric Space using Picard-Jungck Iteration Process with Application in Graph Theory [PDF]
This paper focuses on establishing the existence and uniqueness of coincidence points and common fixed points in $C^*$-algebra valued $\mathcal{R}$-metric spaces, utilizing the Picard-Jungck iteration technique.
Astha Malhotra, Deepak Kumar
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Algebra and technology: Emerging issues [PDF]
Although there are a number of technologies related to school algebra, it is only the personal technology of the graphics calculator that seems likely to be available widely enough to influence curriculum design and implementation on a large scale.
Kissane, B.
core
The composition algebra of a cyclic quiver [PDF]
Ringel CM. The composition algebra of a cyclic quiver. Proceedings of the London Mathematical Society : Ser. 3.
Ringel, Claus Michael
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Calkin algebra, Kazhdan's property (T), strongly self-absorbing C*-algebras [PDF]
The Calkin algebra is not isomorphic to the corona of the stabilization of the Cuntz algebra~${\mathcal O}_\infty$, any other Kirchberg algebra, or even the corona of the stabilization of any unital, ${\mathcal Z}$-stable ${\mathrm C}^*$-algebra.
Farah, Ilijas
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Hubungan antara latis distributif dan aljabar median
Let M be a non-empty set equipped by a ternary operation m:M×M×M→M. The set M is called a median algebra if (M,m) satisfies these properties (1) majority: m(a,a,b)=a, associativity: m(a,b,m(c,b,d) = m(m(a,b,c),b,d), and commutativity: m(a,b,c) = m(a,c,b)
Novita Dahoklory +1 more
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Delta-Sincov mappings in Banach algebras
We study solutions and approximate solutions of the multiplicative Sincov equation T ( f , h ) = T ( f , g ) T ( g , h ) $$ T(f, h) = T(f, g)T(g, h) $$ for mapping T taking values in a commutative Banach algebra.
Włodzimierz Fechner +1 more
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Graphics calculators and algebra [PDF]
The personal technology of the graphics calculator is presently the only one likely to be available widely enough to influence curriculum design and implementation on a large scale.
Kissane, B.
core
On simplicity of Cuntz algebras and its applications [PDF]
Cuntz algebra 𝒪2 is the universal C*-algebra generated by two isometries s1, s2 satisfying s1s1*+s2s2*=1. This is separable, simple, infinite C*-algebra containing a copy of any nuclear C*-algebra.
Massoud Amini, Mahdi Moosazadeh
doaj
Post-Lie Algebra Structures on the Lie Algebra gl(2,C)
The post-Lie algebra is an enriched structure of the Lie algebra. We give a complete classification of post-Lie algebra structures on the Lie algebra gl(2,C) up to isomorphism.
Yuqiu Sheng, Xiaomin Tang
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Isomorphism of Matrix Algebras over Cuntz Algebras [PDF]
Starting with a Cuntz algebra On constructed by n isometries, we discuss a C*-algebra consisting of elements of a fixed size k square matrix, where the entries of matrix are from the Cuntz algebra 𝒪n.
Humam Afif +3 more
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