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Experiments-and-Jupyter-Notebooks

A few little Projects, and other random but interesting things, in one place.

Ackermann Function: Larger than the Universe

The Ackermann function is a recursive function in Computability Theory. But a human has never seen on screen the result of applying the function to high initial values, even fairly small base numbers like A(4, 2)... and there is a reason for that.

CT Decipher Challenge

A little game of decoding an encrypted message. Challenge requested by an Argentinian company called "CompuTrabajo". It seems a little hard... but challenge accepted!

Cantor Set: Fractal

Excercise extracted from my Genetic Algorithm's classes at UTN in 2019. I will improve it a bit in the future and rewrite it on a jupyter notebook. The Cantor Set is one of the most famous fractals.

Pseudorandom Numbers Generator

Linear congruential generator (LGC) methods only, for the moment.

Statistical Frecuency Functions

I don't know. They're just some functions that I used once, because Numpy doesn't accept a "Frecuency Population" parameter for the calculation of mean, variance and standard deviation.

Sudoku Solver

An easy way to solve any 9x9 sudoku no matter how hard it may be. Recursive approach. Also, a good way to verify if a possible solution is correct.

Canvas

UNDER CONSTRUCTION In the future it will contain something related to basics Deep Neural Networks... but maybe it will be moved to a new repository of its own. Without sadness, because it will only give way to new projects.