2 citations · 4 across the 15 of their papers we have counts for
20 papers
A characterization of minimal extended affine root systems (Relations to Elliptic Lie Algebras)
Saeid Azam, Fatemeh Parishani, Shaobin Tan
Extended affine root systems appear as the root systems of extended affine Lie algebras. A subclass of extended affine root systems, whose elements are called ``minimal" turns out…
Chevalley involutions for Lie tori and extended affine Lie algebras
Saeid Azam, Mehdi Farhadi Izadi
In finite-dimensional simple Lie algebras and affine Kac-Moody Lie algebras, Chevalley involutions are crucial ingredients of the modular theory. Towards establishing the modular t…
Integral structures in extended affine Lie algebras
Saeid Azam, Amir Farahmand Parsa, Mehdi Izadi Farhadi
We construct certain integral structures for the cores of reduced tame extended affine Lie algebras of rank at least 2. One of the main tools to achieve this is a generalization of…
Groups of extended affine Lie type
Saeid Azam, Amir Farahmand Parsa
We construct certain Steinberg groups associated to extended affine Lie algebras and their root systems. Then by the integration methods of Kac and Peterson for integrable Lie alge…
A new characterization of Kac-Moody-Malcev superalgebras
Saeid Azam
In the past two decades there has been a great attention to Lie (super)algebras which are extensions of affine Kac-Moody Lie (super)algebras, in certain typical or axiomatic approa…
Finite dimensional compact and unitary Lie superalgebras
Saeid Azam, Karl-Hermann Neeb
Motivated by the theory of unitary representations of finite dimensional Lie supergroups, we describe those Lie superalgebras which have a faithful finite dimensional unitary repre…