I have an equation of the following form: y'(t) + Ay(t) + By(t)^m + c = 0
1/ With c=0, the equation is of the Bernoulli form, and might be integrated.
2/ With m = 2, it is a Riccati equation, which might be turn back to a Bernoulli one and then integrated
3/ My question is about the general case, with c#0 and m a real (not only a natural). Does it exist some way to solve this general equation? Maybe there is a method to turn it back to Riccati or Benoulli shape?
Thanks a lot for your help