论文标题

矢量谎言的行动超级alge骨在某些分裂的超人

Action of vectorial Lie superalgebras on some split supermanifolds

论文作者

Onishchik, Arkady

论文摘要

The "curved" super Grassmannian is the supervariety of subsupervarieties of purely odd dimension $k$ in a~supervariety of purely odd dimension $n$, unlike the "usual" super Grassmannian which is the supervariety of linear subsuperspacies of purely odd dimension $k$ in a~superspace of purely odd dimension $n$.超级点的所有人和汉密尔顿矢量场的谎言被认为是某些“弯曲的”超级司法的衍生物的超级衍生物,

The "curved" super Grassmannian is the supervariety of subsupervarieties of purely odd dimension $k$ in a~supervariety of purely odd dimension $n$, unlike the "usual" super Grassmannian which is the supervariety of linear subsuperspacies of purely odd dimension $k$ in a~superspace of purely odd dimension $n$. The Lie superalgebras of all and Hamiltonian vector fields on the superpoint are realized as Lie superalgebras of derivations of the structure sheaves of certain "curved" super Grassmannians,

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