6 citations · 30 across the 17 of their papers we have counts for
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math.CV2013★ 6 cited
Equivalences of 5-dimensional CR manifolds (II): General classes I, II, III-1, III-2, IV-1, IV-2
Joel Merker, Samuel Pocchiola, Masoud Sabzevari
For later use in subsequent upcoming arxiv.org prepublications, basic foundational material on local, smooth or real analytic, CR-generic submanifolds of complex Euclidean spaces i…
math.DG2013★ 3 cited
Lie algebras of infinitesimal CR-automorphisms of finite type, holomorphically nondegenerate, weighted homogeneous CR-generic submanifolds of C^N
Masoud Sabzevari, Amir Hashemi, Benyamin M. -Alizadeh +1
We consider the significant class of holomorphically nondegenerate CR manifolds of finite type that are represented by some weighted homogeneous polynomials and we derive some usef…