Figure 5From: The intervals of oscillations in the solutions of the Legendre differential equations The numerical solution of equation ( 14 ) with \(\pmb{n = 12}\) , \(\pmb{m=n-2=10}\) , and boundary conditions \(\pmb{y(0)=0}\) and \(\pmb{y'(0)=1}\) . The solution is nonoscillatory as two extrema of the same kind do not appear in the interval \((-0.60, +0.60)\) that is determined from equation (19).Back to article page