2 citations · 3 across the 4 of their papers we have counts for
6 papers
Einstein equations with cosmological constant in Super Space-Time
F. Gholami, F. Darabi, M. Mohammadi +2
We introduce a new kind of super warped product spaces , , and $\bar{M}_{_{…
The Super Lie Groups Associated to Odd Involutions
Mohammad Mohammadi, Saad Varsaie
A new generalization of Grassmannians in supergeometry, called Grassmannians, are constructed by gluing domains. By a domain, we mean a superdomain with an odd involuti…
On the Construction of Supergrassmannians as Homogeneous Superspaces
Mohammad Mohammadi, Saad Varsaie
In this paper, we construct the supergrassmannians by gluing of the superdomains and give an explicit description of the action of the $\mat…
Universal Super Vector Bundles
Mohammad Javad Afshari, Saad Varsaie
A new generalization of Grassmannians, called ν-grassmannians, and a canonical super vector bundle over this new space, say Γ, are introduced. Then, constructing a Gauss supermap o…
A Novel Supergeometric Generalization of Grassmannians
Fereshteh Bahadorykhalily, Mohammad Mohammadi, Saad Varsaie
A new generalization of Grassmannians to supergeometry, different from the well known supergrassmannian, is introduced. These are constructed by gluing a finite number of copies of…
Supergrassmannians as Homogeneous Superspaces
Mohammad Mohammadi, Saad Varsaie
A homogeneous space is a manifold on which a Lie group acts transitively. Super generalization of this concept is also studied in [2] and [4]. In this paper we explicitly show that…