2 citations · 2 across the 1 of their papers we have counts for
3 papers
math-ph2019★ 2 cited
Recent advances in symmetry of stochastic differential equations
Giuseppe Gaeta, Claudia Lunini, Francesco Spadaro
We discuss some recent advances concerning the symmetry of stochastic differential equations, and in particular the interrelations between these and the integrability -- complete o…
math-ph2017
Symmetry and integrability for stochastic differential equations
Giuseppe Gaeta, Claudia Lunini
We discuss the interrelations between symmetry of an Ito stochastic differential equations (or systems thereof) and its integrability, extending in party results by R. Kozlov [J. P…
math-ph2017
On Lie-point symmetries for Ito stochastic differential equations
Giuseppe Gaeta, Claudia Lunini
In the deterministic realm, both differential equations and symmetry generators are geometrical objects, and behave properly under changes of coordinates; actually this property is…