Results 231 to 240 of about 1,450,468 (275)
Characterization of tricyclic anti-depressant drugs efficacy via topological indices. [PDF]
Sci RepKour S, Sankar JR.
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Computing degree based topological indices of algebraic hypergraphs. [PDF]
HeliyonAlali AS +4 more
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On the pole assignability property over commutative rings [PDF]
Journal of Pure and Applied Algebra, 1987 This paper is concerned with the pole assignability property in commutative rings. Specifically, a commutative ring R has the pole assignability property iff given an n-dimensional reachable system (F, G) over R and ring elements r1,…,rn ϵ R, there ...
James Brewer
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Properties of Commutator Submultigroups
Kristu Jayanti Journal of Computational Sciences (KJCS), 2023This paper vividly studies the properties of commutator in multigroups. It was shown that a commutator submultigroup is commutative and normal. Further, we show that the commutator of the homomorphic image equals the image of the commutator and the result also holds for the inverse image.
Bamidele David Michael +1 more
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A commutativity property for rings
Journal of Algebra and Its Applications, 2015We provide a partial answer to the following question: Assume that R is a finite ring of order s such that for every two subsets M and N of cardinalities m and n respectively, there exist x ∈ M and y ∈ N such that xy = yx. What relations among s, m, n guarantee that R is commutative?
Bell, H. E., Zarrin, M.
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2010
In certain cases the filtering is in a sense trivial: the process decomposes into the observable and an independent process.
K. David Elworthy +2 more
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In certain cases the filtering is in a sense trivial: the process decomposes into the observable and an independent process.
K. David Elworthy +2 more
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Journal of the Australian Mathematical Society, 2013
AbstractWe characterize the abelian groups$G$for which the functors$\mathrm{Ext} (G, - )$or$\mathrm{Ext} (- , G)$commute with or invert certain direct sums or direct products.
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AbstractWe characterize the abelian groups$G$for which the functors$\mathrm{Ext} (G, - )$or$\mathrm{Ext} (- , G)$commute with or invert certain direct sums or direct products.
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SUGENO INTEGRAL AND THE COMONOTONE COMMUTING PROPERTY
International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 2009Comonotone maxitivity and minitivity of Sugeno integral can be seen as commuting of the Sugeno integral and max, resp. min operator for comonotone functions. In the paper, we look for the other operators commuting with the Sugeno integral when comonotone functions are considered.
Yao Ouyang, Radko Mesiar
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Commutation Properties of Symmetric Operators
Mathematische Nachrichten, 1995AbstractThis relationship between the weak and strong bounded commutants of a symmetric operator S and the commutant of a generalized spectral family (in Naimark's sense) of S is studied. A characterization of the existence of self‐adjoint extensions of S via von Neumann subalgebras of the weak commutant is also given.
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