- #1
dftfunctional
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I have not met differential equations involving the composition functions (also not much literature on it).
Assume we know the form of g=g(x), and need to solve the following differential equation, finding f=f(x):
(g∘f)f'=g
Where g∘f=g(f(x)).
Does anybody have a strategy for solving the above-mentioned differential equation, that involves such function composition?
Assume we know the form of g=g(x), and need to solve the following differential equation, finding f=f(x):
(g∘f)f'=g
Where g∘f=g(f(x)).
Does anybody have a strategy for solving the above-mentioned differential equation, that involves such function composition?