On finite dimensional Jacobian Algebras
  We show that Jacobian algebras arising from a sphere with $n$-punctures, with $n\geq5$, are finite dimensional algebras. We consider also a family of cyclically oriented quivers and we prove that, for any primitive potential, the associated Jacobian algebra is finite dimensional. 
Sonia Trepode and Yadira Valdivieso-Diaz
math.RT math.RA