Corrigendum to “Weighted surface algebras: General version” [J. Algebra 544 (2020) 170–227]

Corrigendum to "On $(sigma, tau)$-module extension Banach algebras"

In this corrigendum, we give a correction of one result in reference [1].

IDEAL J *-ALGEBRAS

A C *-algebra A is called an ideal C * -algebra (or equally a dual algebra) if it is an ideal in its bidual A**. M.C.F. Berglund proved that subalgebras and quotients of ideal C*-algebras are also ideal C*-algebras, that a commutative C *-algebra A is an ideal C *-algebra if and only if it is isomorphicto C (Q) for some discrete space ?. We investigate ideal J*-algebras and show that the a...

Weighted Convolution Measure Algebras Characterized by Convolution Algebras

The weighted semigroup algebra Mb (S, w) is studied via its identification with Mb (S) together with a weighted algebra product *w so that (Mb (S, w), *) is isometrically isomorphic to (Mb (S), *w). This identification enables us to study the relation between regularity and amenability of Mb (S, w) and Mb (S), and improve some old results from discrete to general case.

Corrigendum Corrigendum to “ Saturated simplicial complexes ” [ J . Combin

One of the main results in the paper of the title is potentially incorrect as stated. To correct the statement the notion of the link of a subcomplex in a simplicial complex is required, and this is more general than the usual definition of link. This new definition is given here and it is shown that it indeed gives the required theorem. The aim of the paper in the title is to provide a local c...

Corrigendum to: “Removing ECG Artifact from the Surface EMG Signal Using Adaptive Subtraction Technique” published in J Biomed Phys Eng 2014; 4(1):31-38