14 citations · 20 across the 6 of their papers we have counts for
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Simple Jordan conformal superalgebras
Victor G. Kac, Alexander Retakh
We classify simple finite Jordan conformal superalgebras and establish preliminary results for the classification of simple finite Jordan pseudoalgebras.
Structure theory of finite Lie conformal superalgebras
Davide Fattori, Victor G. Kac, Alexander Retakh
We develop structure theory of finite Lie conformal superalgebras.
Unital associative pseudoalgebras and their representations
Alexander Retakh
Pseudoalgebras, introduced in [BDK], are multi-dimensional analogues of conformal algebras, which provide an axiomatic description of the singular part of the operator product expa…
On Associative Conformal Algebras of Linear Growth
Alexander Retakh
Lie conformal algebras appear in the theory of vertex algebras. Their relation is similar to that of Lie algebras and their universal enveloping algebras. Associative conformal alg…