S. E. Konstein

activity

19962021

most citedCohomology of antiPoisson superalgebra

15 citations · 49 across the 14 of their papers we have counts for

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math.RT2020

Ideals generated by traces or by supertraces in the symplectic reflection algebra $H_{1, ν} (I_{2} (2 m + 1))$ II

I. A. Batalin, S. E. Konstein, I. V. Tyutin

The algebra $H := H_{1, ν} (I_{2} (2 m + 1))$ of observables of the Calogero model based on the root system $I_{2} (2 m + 1)$ has an $m$ -dimensional space of traces and an $(m + 1)$ -dimens…

Ideals generated by traces or by supertraces in the symplectic reflection algebra H1,ν​(I2​(2m+1)) II

Ideals generated by traces or by supertraces in the symplectic reflection algebra $H_{1, ν} (I_{2} (2 m + 1))$ II