116 citations · 1.1k across the 95 of their papers we have counts for
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Super--Toda Models Associated to Any (super--)Lie Algebras
F. Toppan
It is shown how to obtain superconformal Toda models as reductions of WZNW theories based on any Lie or super--Lie algebra.
An n=(1|1) super--Toda Model Based on OSp(1|4)
Dmitrij Sorokin, Francesco Toppan
We show that a Hamiltonian reduction of affine Lie superalgebras having bosonic simple roots (such as ) ``does'' produce supersymmetric Toda models, with superconformal s…
On "Bosonic, Fermionic and Mixed" Supersymmetric 2-Dimensional Integrable Models
Francesco Toppan
It is shown that supersymmetric integrable models in two dimensions, both relativistic (i.e. super-Toda type theories) and non-relativistic (reductions of super-KP hierarchies) can…
Hamiltonian Reduction of Supersymmetric WZNW Models on Bosonic Groups and Superstrings
Dmitri Sorokin, Francesco Toppan
It is shown that an alternative supersymmetric version of the Liouville equation extracted from D=3 Green-Schwarz superstring equations naturally arises as a super-Toda model obtai…