Differences between revisions 24 and 27 (spanning 3 versions)

Sage Interactions - Fractal

Contents

Mandelbrot's Fractal Binomial Distribution

Pablo Angulo

by Harald Schilly

by Harald Schilly

julia_plot(-7,30,0.5,0.5,(-1.5,1.5), (-1.5,1.5))

$julia-fractal-exponent--7.png$

by Eviatar Bach

-  ⇤ ← Revision 24 as of 2010-11-22 05:32:45 → 
  Size: 8235
  Editor: Eviatar
  Comment:
+   ← Revision 27 as of 2012-04-18 18:02:48 → ⇥
  Size: 8292
  Editor: bvarberg
  Comment:
-Deletions are marked like this.
+Additions are marked like this.
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-{{{
+{{{#!sagecell
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-{{{
+{{{#!sagecell
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-{{{
+{{{#!sagecell
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-{{{
+{{{#!sagecell
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-{{{
+{{{#!sagecell
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-{{{
+{{{#!sagecell
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-    elif option == 'Stay':
        pass
    else:
+    elif option != 'Stay':
-Line 206:
+Line 204:
-{{{
+{{{#!sagecell
-Line 209:
+Line 207:
-      formula = list(['mandel','ff']),\
+      formula = ['mandel','ff'],\
-Line 243:
+Line 241:
-{{{
+{{{#!sagecell
-Line 272:
+Line 270:
-== Sierpinski's Triangle ==
+== Sierpiński Triangle ==
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+Line 273:
-{{{
+{{{#!sagecell
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+Line 279:
-    '''Generates the Sierpinski's Triangle fractal to N iterations using the Rule 90 elementary cellular automaton. N is in powers of 2 because these produce "whole" triangles.'''
+    '''Generates the Sierpiński Triangle fractal to N iterations using the Rule 90 elementary cellular automaton. N is in powers of 2 because these produce "whole" triangles.'''