How to solve differential equation $$(y')^3+y^3-yy'=0?$$ I tried parametrization $y'=p$, Laplace transformation...
After a while, I have solved it by help of WolframAlpha...
And idea is to divide with $y^3$, and further on it is easy.
But now, I'm interested if this differential equation has origins in statistical physics? Any help or hint is welcome. Thanks in advance.