25 citations · 63 across the 32 of their papers we have counts for
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Weyl algebras for quantum homogeneous spaces
Gail Letzter, Siddhartha Sahi, Hadi Salmasian
We present a new family of quantum Weyl algebras where the polynomial part is the quantum analog of functions on homogeneous spaces corresponding to symmetric matrices, skew symmet…
The Capelli eigenvalue problem for quantum groups
Gail Letzter, Siddhartha Sahi, Hadi Salmasian
We introduce and study quantum Capelli operators inside newly constructed quantum Weyl algebras associated to three families of symmetric pairs. Both the center of a particular qua…
Classification and double commutant property for dual pairs in an orthosymplectic Lie supergroup
Allan Merino, Hadi Salmasian
In this paper, we obtain a full classification of reductive dual pairs in a, real or complex, Lie superalgebra and Lie supergroup . Moreover, b…
Quantized Weyl algebras, the double centralizer property, and a new First Fundamental Theorem for
Gail Letzter, Siddhartha Sahi, Hadi Salmasian
Let denote the quantized coordinate ring of the space of matrices, equipped with natural actions of the quantized enveloping algebr…
Polynomiality of the faithful dimension of nilpotent groups over finite truncated valuation rings
Mohammad Bardestani, Keivan Mallahi-Karai, Dzmitry Rumiantsau +1
The faithful dimension of a finite group over , denoted by , is the smallest integer such that can be embedde…