|XXXV Workshop on Geometric Methods in Physics||26.06-2.07.2016|
Participants of Workshop
Participants of School
An algebraic background for hierarchies of PDE in dimension (2|1)
In d=2 with variables (x,t),the superalgebraic trick of adding a supplementary odd variable, allows the construction of a "square root of time", an operator D
satisfying D^2=∂/∂t in dimension (2|1). We used it to obtain a Miura transform in dimension (2|1)for a non stationary Schrödinger type operators.I will discuss here the construction of an algebra of pseudodifferential symbols in dimension (2|1).
|Event sponsored by:|