23 citations · 25 across the 5 of their papers we have counts for
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Asymptotic symmetry and asymptotic solutions to Ito stochastic differential equations
Giuseppe Gaeta, Roman Kozlov, Francesco Spadaro
We consider several aspects of conjugating symmetry methods, including the method of invariants, with an asymptotic approach. In particular we consider how to extend to the stochas…
On the construction of discrete fermions in the FK-Ising model
Francesco Spadaro
We consider many-point correlation functions of discrete fermions in the two-dimensional FK-Ising model and show that, despite not being commuting observable, they can be realized…
Symmetry classification of scalar Ito equations with multiplicative noise
Giuseppe Gaeta, Francesco Spadaro
We provide a symmetry classification of scalar stochastic equations with multiplicative noise. These equations can be integrated by means of the Kozlov procedure, by passing to sym…
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…
Random Lie-point symmetries of stochastic differential equations
Giuseppe Gaeta, Francesco Spadaro
We study the invariance of stochastic differential equations under random diffeomorphisms, and establish the determining equations for random Lie-point symmetries of stochastic dif…