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View Code? Open in Web Editor NEW:snowflake:Practice in graphics using games from Chaos Theory
:snowflake:Practice in graphics using games from Chaos Theory
Check data user input for mistakes
Calibrate the default points of the triangle
Let user change the background
gather all observations and results
There is an error when using large offsets for the pentagon shape
The results for r in the square are wrong
Check if random shape that is generated is real shape
Create function that initializes random points
Expand for the fisher yates shuffle algorithm
Create chaos game for collatz conjecture [https://en.wikipedia.org/wiki/Collatz_conjecture#Statement_of_the_problem]
Idea :
Start with number x and place pixel at right side of screen
select angle θ
start with a
if odd move to the right by a and angle θ
set a = a / n
set x = 3*x + 1
repeat
if even move to the right by a and angle θ
Set a = a / n
set x = x / 2
repeat
When choosing a white background the text cannot be seen
use fill shape option
1)What happens when we try other regular n- Polygons? Do interesting shapes still come up?
2) Is there a number n bigger than 3 such that not forcing a steady direction still leads to interesting shapes?
3)Can we extend our methods for regular n - Polygons using an inscribed circle?
Create random start function for the pentagon
Add folder containing the images used in the observations.md file
Expand the problem so that it moves to r fraction
Check if dividing by zero
Perform tests to see if the randomly produced points form a triangle
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