Matrix Algebras
Morita equivalent unital locally matrix algebras
... finite-dimensional matrix algebras is a locally matrix ...locally matrix algebras that do not decompose into a tensor product of finite-dimensional matrix ...
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On the Diagonals of Projections in Matrix Algebras Over Von Neumann Algebras
... The main focus of this dissertation is on exploring methods to characterize the diagonals of projections in matrix algebras over von Neumann algebras. This may be viewed as a non-commutative version ...
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On Frobenius full matrix algebras with structure systems
... -full matrix algebras having (0, 1)-structure systems are studied, that is, the structure systems A such that all entries are 0 or ...-full matrix algebras having non (0, 1)-structure ...full ...
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Biserial minor degenerations of matrix algebras over a field
... full matrix algebras with structure systems) as a framework for a study of factor algebras of tiled R-orders Λ, in relation with the results of the papers [4], [11], [14] (see also [6] and [8]), ...
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Arens Regularity and Weak Amenability of Certain Matrix Algebras
... of matrix Banach space and matrix Banach ...of matrix normed space in the sense of Ruan is a special case of our matrix normed ...A matrix Banach algebra is a matrix Banach space ...
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Euler-Richardson method preconditioned by weakly stochastic matrix algebras : a potential contribution to Pagerank computation
... iteration matrix, on the other hand, as for the Jacobi scheme, the preconditioner is related with the diagonal entries of the matrix U ∗ AU , that is similar to ...
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Classification of limits of upper triangular matrix algebras
... The purpose of this note is to give a complete classification of three particular families of triangular subalgebras of UHF algebras: The first family consists of those algebras which ar[r] ...
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ON INVERSE CATEGORIES AND TRANSFER IN COHOMOLOGY
... of matrix algebras over the group algebras of automorphism groups of objects, one factor for each isomorphism class of objects, and the size of that isomorphism class is equal to the size of the ...
22
A class of simple tracially AF C* algebras
... of matrix algebras over a separable, unital, residually finite-dimensional C ∗ -algebra (the source) using identity maps and finite-dimensional irreducible rep- resentations as the connecting ...- ...
12
Bond dimension witnesses and the structure of homogeneous matrix product states
... The structure of this paper is as follows: first, we will introduce local Hamiltonians and MPS, and also a couple of notions from the theory of Matrix Algebras. Then we will reveal a con- nection between ...
15
Jordan automorphisms, Jordan derivations of generalized triangular matrix algebra
... formal matrix addition and multiplication, will be called a general- ized triangular matrix ...studied algebras, including upper-triangular matrix algebras, block-triangular ...
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A Note on Locally Inverse Semigroup Algebras
... semigroup algebras are a class of semigroup algebras which is widely ...full matrix algebras over group algebras of the maxi- mum subgroups of this finite inverse ...
5
Bilocal automorphisms of T \\infty(F)
... some matrix algebras are described, in [6] we can read about the local automorphisms of the nest algebras on some Banach spaces, in [10] and [16] the authors investigate such maps on some operator ...
12
FURTHER RESULTS OF NEUTROSOPHIC SUBALGEBRAS IN BCK=BCI-ALGEBRAS BASED ON NEUTROSOPHIC POINTS
... include Algebras re- lated to logic (BCK, BCI, BCC-algebras, Hilbert algebras, and implication algebras), soft algebraic structures, Algebraic Hyperstructures, Theory of derivations in ...
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Algebra of Finite-Valued Functions: Classification of Functions and Subalgebras, Essential and Fictitious Subalgebras
... A classification of -valued functions is constructed for any natural value of . The top level is a class containing all the functions of value . At the next level, there are classes that differ in the number of functions ...
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Permanently Weak Amenability of Rees Semigroup Algebras
... semigroup algebras. For Rees semi group algebras, Mewomo [8], proved that these algebras are (2k+1)-weakly amenable, in this paper, we investigate permanent weak amenability of n × n matrix ...
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On Characterizing Nilpotent Lie algebras by their Multipliers
... lie algebras is to use the dimension of the multiplier of ...those algebras whose multipliers have dimension close to the maximum, we call this invariant ...the algebras for values of t(L) and use ...
77
The generalized path algebras over standardly stratified algebras
... ∆ = {∆(1), · · · , ∆(n)}. We denote by F(Θ) the full subcategory of ModΛ consisting of modules which have a filtration with factors in Θ, where ModΛ denotes the category of f.g. left modules over Λ and Θ is a set of ...
8
Reflexive algebras and sigma algebras
... able functions amounts to the study of real continuous functions with respect to topology.. Given any algebra.[r] ...
6
Lie Algebras with BCL Algebras
... Lie algebras and the algebra of logic, which will constitute an important part of our study of “pure” algebra ...BCL algebras as a class of logical algebras can be generated by a Lie ...Lie ...
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