Adian S, Grunewald F, Lysionok I, Mennicke J. On embeddings of SL(2, Z) into quaternion groups. Mathematische Zeitschrift. 2001;238(2):389-399
We study the left and right action of quaternionic numbers. The standard problems arising in the def...
NSFC [10931006]We show that inside the real quaternionic symplectic group , every element is conjuga...
AbstractIn this paper, we examine the obstructions to the solvability of certain embedding problems ...
Adian SI, Lysionok IG, Mennicke J. Defining Relations and the Algebraic Structure of the Group SL2 o...
3siUsing the rings of Lipschitz and Hurwitz integers H(Z) and Hur(Z) in the quaternion division alg...
Sei k ein algebraischer Zahlkörper und sei D eine zentrale Divisionsalgebra endlicher Dimension über...
This investigation is designed to find quaternion operators which will generate selected space group...
keywords = polyhedral groups, root systems, representations, quaternions, quaternionic type, Cliffor...
We give results on when a finitely generated torsion free group does or does not embed in SL(2, C). ...
summary:We have, that all two-dimensional subspaces of the algebra of quaternions, containing a unit...
summary:We have, that all two-dimensional subspaces of the algebra of quaternions, containing a unit...
AbstractIn this paper, we use the quaternionic formalism of Möbius transformations on R4 to derive c...
AbstractOctic polynomials over Z with Galois group SL(2, 3) are constructed. This is done via suited...
AbstractFor each of the dihedral, semidihedral, and quaternion 2-groups, we represent the obstructio...
For describing automorphic forms of singular weight over number fields it is indispensable to unders...
We study the left and right action of quaternionic numbers. The standard problems arising in the def...
NSFC [10931006]We show that inside the real quaternionic symplectic group , every element is conjuga...
AbstractIn this paper, we examine the obstructions to the solvability of certain embedding problems ...
Adian SI, Lysionok IG, Mennicke J. Defining Relations and the Algebraic Structure of the Group SL2 o...
3siUsing the rings of Lipschitz and Hurwitz integers H(Z) and Hur(Z) in the quaternion division alg...
Sei k ein algebraischer Zahlkörper und sei D eine zentrale Divisionsalgebra endlicher Dimension über...
This investigation is designed to find quaternion operators which will generate selected space group...
keywords = polyhedral groups, root systems, representations, quaternions, quaternionic type, Cliffor...
We give results on when a finitely generated torsion free group does or does not embed in SL(2, C). ...
summary:We have, that all two-dimensional subspaces of the algebra of quaternions, containing a unit...
summary:We have, that all two-dimensional subspaces of the algebra of quaternions, containing a unit...
AbstractIn this paper, we use the quaternionic formalism of Möbius transformations on R4 to derive c...
AbstractOctic polynomials over Z with Galois group SL(2, 3) are constructed. This is done via suited...
AbstractFor each of the dihedral, semidihedral, and quaternion 2-groups, we represent the obstructio...
For describing automorphic forms of singular weight over number fields it is indispensable to unders...
We study the left and right action of quaternionic numbers. The standard problems arising in the def...
NSFC [10931006]We show that inside the real quaternionic symplectic group , every element is conjuga...
AbstractIn this paper, we examine the obstructions to the solvability of certain embedding problems ...
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