Sometimes one needs stochastic input in only some of your differential equations.
If the noise is, e.g., also correlated, that means constructing a CorrelatedWienerProcess
with a very large correlation matrix that is mostly zeros, which feels like a large waste
of resources.
Therefore, it would be good to have something like a sparse noise process where one could, e.g.,
specify a map from a subset of the equations to all of them such that only those noise
steps are generated that are really necessary.
Sometimes one needs stochastic input in only some of your differential equations. If the noise is, e.g., also correlated, that means constructing a CorrelatedWienerProcess with a very large correlation matrix that is mostly zeros, which feels like a large waste of resources.
Therefore, it would be good to have something like a sparse noise process where one could, e.g., specify a map from a subset of the equations to all of them such that only those noise steps are generated that are really necessary.