A 4D visualization of the Fibonacci function extended to complex inputs using Binet Formula, inspired by the Stand-up Maths video. The interactive plot can be found here.
This project visualizes:
- x & y axis represent real and imaginary parts of a complex number.
- z axes & colorbar represent real and imaginary parts of the Fibonacci function evaluated at that complex number.
To keep the visualization both smooth and pretty, especially for large oscillating values I apply the inverse hyperbolic sine function on the real and imaginary parts of the result.