On K 2 of finite dimensional division algebras over arithmetical fields
- Rehmann, Ulf
- Stuhler, Ulrich
DOIAbstract
Rehmann U, Stuhler U. On K 2 of finite dimensional division algebras over arithmetical fields. Inventiones mathematicae . 1978;50(1):75-90
Rehmann U, Stuhler U. On K 2 of finite dimensional division algebras over arithmetical fields. Inventiones mathematicae . 1978;50(1):75-90
We study the existence of free subalgebras in division algebras, and prove the following general res...
We study the existence of free subalgebras in division algebras, and prove the following general res...
Abstract. The study of real division algebras was initiated by the construction of the quaternion an...
We present a short and rather self-contained introduction to the theory of finite dimensional divisi...
We present a short and rather self-contained introduction to the theory of finite dimensional divisi...
AbstractA review of the known facts about division algebras of small dimensions over finite fields i...
Finite-Dimensional Division Algebras over fields determine, by the Wedderburn Theorem, the semi-simp...
AbstractThe theory of division algebras (of finite dimension over the center) is reduced to an appli...
Abstract. A new classification of two-dimensional real division algebras is given. We also obtain a ...
Abstract. This paper is concerned with the problem of determining the number of division algebras wh...
AbstractThe theory of division algebras (of finite dimension over the center) is reduced to an appli...
Abstract. Let A be a finite-dimensional division algebra containing a base field k in its center F. ...
We generalize Knuth's construction of Case I semifields quadratic over a weak nucleus, also known as...
A new classification of two-dimensional real division algebras is given. We also obtain a new classi...
In this paper, we describe an elementary method for counting the number of non-isomorphic algebras o...
We study the existence of free subalgebras in division algebras, and prove the following general res...
We study the existence of free subalgebras in division algebras, and prove the following general res...
Abstract. The study of real division algebras was initiated by the construction of the quaternion an...
We present a short and rather self-contained introduction to the theory of finite dimensional divisi...
We present a short and rather self-contained introduction to the theory of finite dimensional divisi...
AbstractA review of the known facts about division algebras of small dimensions over finite fields i...
Finite-Dimensional Division Algebras over fields determine, by the Wedderburn Theorem, the semi-simp...
AbstractThe theory of division algebras (of finite dimension over the center) is reduced to an appli...
Abstract. A new classification of two-dimensional real division algebras is given. We also obtain a ...
Abstract. This paper is concerned with the problem of determining the number of division algebras wh...
AbstractThe theory of division algebras (of finite dimension over the center) is reduced to an appli...
Abstract. Let A be a finite-dimensional division algebra containing a base field k in its center F. ...
We generalize Knuth's construction of Case I semifields quadratic over a weak nucleus, also known as...
A new classification of two-dimensional real division algebras is given. We also obtain a new classi...
In this paper, we describe an elementary method for counting the number of non-isomorphic algebras o...
We study the existence of free subalgebras in division algebras, and prove the following general res...
We study the existence of free subalgebras in division algebras, and prove the following general res...
Abstract. The study of real division algebras was initiated by the construction of the quaternion an...
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