What are the fixed points of
$$ θ'=1-a\sinθ $$
$$\text{what type of bifurcation occurs at } a=1, \;\;\;θ=π/2 $$
Solution:
$$ 1/a=\sinθ \text{ or } θ=\arcsin(1/a) $$
I cant seem to find the proper fixed points after this step
What are the fixed points of
$$ θ'=1-a\sinθ $$
$$\text{what type of bifurcation occurs at } a=1, \;\;\;θ=π/2 $$
Solution:
$$ 1/a=\sinθ \text{ or } θ=\arcsin(1/a) $$
I cant seem to find the proper fixed points after this step