Perceval
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Example for a system of nonlinear differential equations
A system of differential equations resolution?
I'm deeply interested in your work on Perceval, particularly for solving a nonlinear differential equation as shown in Section 4.6.3 in your publication: https://perceval.quandela.net/docs/notebooks/Differential_equation_resolution.html
While your example on a single nonlinear differential equation is impressive, I'm curious about its extensible application to a system of nonlinear differential equations. Could you provide any guidance or resources on this? For example: dx/dt = x−3y+sin(x) dy/dt = −x+y−2cos(y)
Thanks!