Gallery

GALLERY

: Transcendental Entire Functions. 1

: Transcendental Entire Functions. 2

: Animation Gif. 1 (Hausdorff convergence)

: $f(z) = z + e^{z} - 1$ (Hausdorff convergence)

: $f(z)=2z-2e^{z}$ (Hausdorff convergence)

: $f(z)= z-e^{z}+1+2 \pi i$ (Hausdorff convergence)

: f(z) = 2z + 2 - 2Exp(z) (Hausdorff convergence)

: f(z) = z/2 - (1/2Pi)sin (Pi z) + c ( cos (Pi z) -1 ) (Non-Semihyperbolic Transcendental entire function)

: f(z) = a - (a + Pi) sin(z)/z (Semihyperbolic Transcendental entire function)

: f(z) = az/(Pi^2 - 4z) cos(sqrt(z)) (Semihyperbolic Transcendental entire function)

: f(z) = Pi*Pi - a sin(sqrt(z))/sqrt(z) (Semihyperbolic Transcendental entire function)

: f(z) = Pi*Pi - 2 Pi*Pi sin(sqrt(z))/sqrt(z) (Non-Semihyperbolic Transcendental entire function)