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2.21
Abel ode
\(y^{\prime }=f_{0}+f_{1}y+f_{2}y^{2}+f_{3}y^{3}\)
2.21.1
introduction
2.21.2
Algorithm
2.21.3
About equivalence between two Abel ode’s
2.21.4
Examples
2.21.5
Abel second kind
\(\left ( g_{1}y+g_{0}\left ( x\right ) \right ) y^{\prime }=f_{0}+f_{1}y+f_{2}y^{2}+f_{3}y^{3}\)
2.21.6
Converting Abel first kind ode with non constant invariant to canonical form
\(u^{\prime }\left ( \xi \right ) =F\left ( \xi \right ) u^{3}\left ( \xi \right ) \)
2.21.7
Converting Abel first kind to second kind
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