Complete elliptic integral of the second kind
Approximates the integral
E(m) = $(INTEGRATE 0, π/2) sqrt( 1- m sin2 t) dt
where m = 1 - x, using the approximation
P(x) - x log x Q(x).
Though there are no singularities, the argument m1 is used rather than m for compatibility with ellipticKComplete().
E(1) = 1; E(0) = π/2. m must be in the range 0 <= m <= 1.
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Complete elliptic integral of the second kind
Approximates the integral
E(m) = $(INTEGRATE 0, π/2) sqrt( 1- m sin2 t) dt
where m = 1 - x, using the approximation
P(x) - x log x Q(x).
Though there are no singularities, the argument m1 is used rather than m for compatibility with ellipticKComplete().
E(1) = 1; E(0) = π/2. m must be in the range 0 <= m <= 1.