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Carlsen let the author know his preprint [Ca], where he shows that the C ∗ -algebra associated with sofic shifts are isomorphic to the Cuntz-Krieger algebras of their left Krieger
theorem in this paper will be proved without the assumption of unitality, we may assume that the C ∗ -algebra A is an inductive limit of full matrix algebras over finite
Shoda also showed that when a finite Abelian group is expressed as the direct product of primary Abelian groups whose orders are powers of distinct primes, the automorphism group of
Using grading on this algebra we construct an analog of Cuntz algebras which gives a homotopical interpretation of..
Note that from Propositions 11 and 12 it follows that if q is a perfect Leibniz algebra, then the second Leibniz homology K -spaces with trivial coefficients of the stem extension of
In Section 2 the notion of an extended homotopy G-algebra is introduced and it is shown that this structure defines ⌣ i -products in the bar construction..
This commutative algebra cohomology theory is known to coincide with the Andre/Quillen theory when A is projective over k and k contains Q 4].. An example of Andre, described in
Serra Capizzano, Korovkin theorems and linear positive Gram matrix algebras approximation of Toeplitz matrices, Linear Algebra Appl. Serra Capizzano, An ergodic theorem for classes
