Are there already known analytical results (e.g. Laplace transform) about the Wright-Fisher SDE
$$dY=(A-(A+B)Y)dt+C\sqrt{Y(1-Y)}dW$$
with $A$, $B$ and $C$ parameters?
If so, could you please quote some reference?
Are there already known analytical results (e.g. Laplace transform) about the Wright-Fisher SDE
$$dY=(A-(A+B)Y)dt+C\sqrt{Y(1-Y)}dW$$
with $A$, $B$ and $C$ parameters?
If so, could you please quote some reference?
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