Adian SI, Lysionok IG, Mennicke J. Defining Relations and the Algebraic Structure of the Group SL2 over Integral Hamilton Quaternions. International Journal of Algebra and Computation. 1997;7(1):1-24
This book investigates the geometry of quaternion and octonion algebras. Following a comprehensive h...
AbstractThis paper describes the ring-theoretic structure of the group rings ofSL2(p2) over thep-adi...
L'OBJET DE CE TRAVAIL EST L'ETUDE DES VARIETES ALGEBRIQUES NORMALES COMPLEXES MUNIES D'UNE ACTION AL...
Adian S, Grunewald F, Lysionok I, Mennicke J. On embeddings of SL(2, Z) into quaternion groups. Math...
Sei k ein algebraischer Zahlkörper und sei D eine zentrale Divisionsalgebra endlicher Dimension über...
This survey-type paper deals with the symmetries related to quaternionic analysis. The main goal is ...
This survey-type paper deals with the symmetries related to quaternionic analysis. The main goal is ...
SIGLELD:8814.6307(40) / BLDSC - British Library Document Supply CentreGBUnited Kingdo
AbstractLet B be an indefinite quaternion algebra over Q. Following the explicit characterization of...
We study the left and right action of quaternionic numbers. The standard problems arising in the def...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Exactly 170 years ago, the construction of the real quaternion algebra by William Hamilton was annou...
Given a commutative field F, the Whitehead functor K1 and Steinberge functor K2 are closely related ...
Quaternions are a number system that has become increasingly useful for representing the rotations o...
Abstract. In this note, it is shown that the definition of quaternion expo-nentiation is simply the ...
This book investigates the geometry of quaternion and octonion algebras. Following a comprehensive h...
AbstractThis paper describes the ring-theoretic structure of the group rings ofSL2(p2) over thep-adi...
L'OBJET DE CE TRAVAIL EST L'ETUDE DES VARIETES ALGEBRIQUES NORMALES COMPLEXES MUNIES D'UNE ACTION AL...
Adian S, Grunewald F, Lysionok I, Mennicke J. On embeddings of SL(2, Z) into quaternion groups. Math...
Sei k ein algebraischer Zahlkörper und sei D eine zentrale Divisionsalgebra endlicher Dimension über...
This survey-type paper deals with the symmetries related to quaternionic analysis. The main goal is ...
This survey-type paper deals with the symmetries related to quaternionic analysis. The main goal is ...
SIGLELD:8814.6307(40) / BLDSC - British Library Document Supply CentreGBUnited Kingdo
AbstractLet B be an indefinite quaternion algebra over Q. Following the explicit characterization of...
We study the left and right action of quaternionic numbers. The standard problems arising in the def...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Exactly 170 years ago, the construction of the real quaternion algebra by William Hamilton was annou...
Given a commutative field F, the Whitehead functor K1 and Steinberge functor K2 are closely related ...
Quaternions are a number system that has become increasingly useful for representing the rotations o...
Abstract. In this note, it is shown that the definition of quaternion expo-nentiation is simply the ...
This book investigates the geometry of quaternion and octonion algebras. Following a comprehensive h...
AbstractThis paper describes the ring-theoretic structure of the group rings ofSL2(p2) over thep-adi...
L'OBJET DE CE TRAVAIL EST L'ETUDE DES VARIETES ALGEBRIQUES NORMALES COMPLEXES MUNIES D'UNE ACTION AL...
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