Involutions and anti-automorphisms of algebras
DW Lewis - Bulletin of the London Mathematical Society, 2006 - cambridge.org
This paper concerns involutions and anti-automorphisms on finite-dimensional associative
algebras over a field. It is based on a survey talk given at the workshop on 'Quadratic forms …
algebras over a field. It is based on a survey talk given at the workshop on 'Quadratic forms …
[图书][B] π-complementación y π-descomponibilidad en el contexto de las álgebras multiplicativamente semiprimas
R Roura Redondo - 2013 - digibug.ugr.es
El universo en el que nos vamos a mover está sustanciado por el concepto de álgebra, que
no es otra cosa que un espacio vectorial, A, provisto de una aplicación bilineal (a, b)↦→ ab …
no es otra cosa que un espacio vectorial, A, provisto de una aplicación bilineal (a, b)↦→ ab …
[PDF][PDF] On Representation Theorem for Algebras with Three Commuting Involutions Amir A. Mohammed Baida S. Abdullah Nadwa S. Younis
AA Mohammed - iasj.net
is also a * – subalgebra of Asee [1]. { a ∈ A : ab=ba for all b in B } , by * – subalgebra. If B is
a * – subalgebra Page 1 Raf. J. of Comp. & Math’s. , Vol. 6, No. 2, 2009 77 On …
a * – subalgebra Page 1 Raf. J. of Comp. & Math’s. , Vol. 6, No. 2, 2009 77 On …
[PDF][PDF] On Representation Theorem for Algebras with Three Commuting Involutions
A Mohammed, B Abdullah… - Al-Rafidain Journal of …, 2009 - csmj.mosuljournals.com
The head has a smaller bony nucleus and more delayed in appearance than normal but to start
with it is normal Page 1 Raf. J. of Comp. & Math’s. , Vol. 6, No. 2, 2009 77 On Representation …
with it is normal Page 1 Raf. J. of Comp. & Math’s. , Vol. 6, No. 2, 2009 77 On Representation …
Extending the norm from special Jordan triple systems to their associative envelopes
AM GALINDO - Banach Algebras' 97, 1997 - degruyter.com
If A is an associative real or complex algebra with two commuting involutions r and π, then
Τ:= Η (Α, τ) Π S (A, π) is a classical Jordan Triple System (JTS). As in the Jordan algebra …
Τ:= Η (Α, τ) Π S (A, π) is a classical Jordan Triple System (JTS). As in the Jordan algebra …