Abstract. We note an error in [1, Remark 11.1], pointed out by Zinger (who I would like to thank). This subject is discussed thoroughly in [2], but we provide a short summary here which focuses on the effect on [1]. The alternative sign convention suggested in [1, Remark 11.1] is incorrect, which means that it does not yield a topology on the determinant line bundle, as pointed out in [2, Remark 3.1]. In the general framework of [2], the intention of the Remark was to take the determinant line bundle as previously constructed in [1, Section 11a], and to pull back its topology by applying the discontinuous automorphism (−1)δ(δ−1)/2, where δ is the dimension of the cokernel of the Fredholm operator D. Applying these automrophisms changes the ...
Communicated by the editors Let f: Mg → Mg be a Morse-Smale diffeomorphism on Mg a compact ori-entab...
Hyperplane arrangements form the geometric counterpart of combinatorial objects such as matroids. Th...
We correct three issues in the paper “The Zariski topology on sets of semistar operations without fi...
The algebraic structure of the non-commutative analytic Toeplitz algebra Ln is devel-oped in the ori...
AbstractThere is a problem with the proof of Theorem 1.13 of Iwase and Sakai (2010) [2] which states...
In the proof of [4, Lemma 1.1], we appealed to an explicit isotopy of totally real spheres, construc...
The following corrections only affect use of methods from the paper in later work, not the paper its...
(1.) The theory exposed in §2 contains errors, as follows: · the necessity asserted in Proposition 2...
Abstract. This erratum corrects two mistakes in the proof of the main theorem of [7]. There are two ...
Abstract. Counterexamples for Proposition 8.1 and Proposition 8.2 are given. They are used in the pa...
In the paper, it is asserted that the equality in Theorem 1 holds only if F is of the form (Y1r) × ·...
The paper referred to in the title concerns the algebraic topology at infinity of geometric realizat...
Part of the proofs of Proposition 6.1 and Theorem 8.1 relied on the statement that if w = ril · · ...
The purpose of this erratum is to correct a number of inconsistencies in our paper [1]. These are re...
The purpose of this erratum is to correct a number of inconsistencies in our paper [1]. These are re...
Communicated by the editors Let f: Mg → Mg be a Morse-Smale diffeomorphism on Mg a compact ori-entab...
Hyperplane arrangements form the geometric counterpart of combinatorial objects such as matroids. Th...
We correct three issues in the paper “The Zariski topology on sets of semistar operations without fi...
The algebraic structure of the non-commutative analytic Toeplitz algebra Ln is devel-oped in the ori...
AbstractThere is a problem with the proof of Theorem 1.13 of Iwase and Sakai (2010) [2] which states...
In the proof of [4, Lemma 1.1], we appealed to an explicit isotopy of totally real spheres, construc...
The following corrections only affect use of methods from the paper in later work, not the paper its...
(1.) The theory exposed in §2 contains errors, as follows: · the necessity asserted in Proposition 2...
Abstract. This erratum corrects two mistakes in the proof of the main theorem of [7]. There are two ...
Abstract. Counterexamples for Proposition 8.1 and Proposition 8.2 are given. They are used in the pa...
In the paper, it is asserted that the equality in Theorem 1 holds only if F is of the form (Y1r) × ·...
The paper referred to in the title concerns the algebraic topology at infinity of geometric realizat...
Part of the proofs of Proposition 6.1 and Theorem 8.1 relied on the statement that if w = ril · · ...
The purpose of this erratum is to correct a number of inconsistencies in our paper [1]. These are re...
The purpose of this erratum is to correct a number of inconsistencies in our paper [1]. These are re...
Communicated by the editors Let f: Mg → Mg be a Morse-Smale diffeomorphism on Mg a compact ori-entab...
Hyperplane arrangements form the geometric counterpart of combinatorial objects such as matroids. Th...
We correct three issues in the paper “The Zariski topology on sets of semistar operations without fi...