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02/12/2011 06:49:40 AM · #1 |
Fractal of a fractal of a fractal. Similar patterns recur at progressively smaller scales...partly random or chaotic. |
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02/12/2011 06:52:34 AM · #2 |
What sort of challenge rules? This sounds like it could violate basic and advanced rules. Or, is the idea to find such patterns that are occurring in the real world?
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02/12/2011 07:07:08 AM · #3 |
Originally posted by Yo_Spiff: What sort of challenge rules? This sounds like it could violate basic and advanced rules. Or, is the idea to find such patterns that are occurring in the real world? |
Oh, I did mean this should be something as seen with one's eyes in the natural, real world. Basic rules would be my first choice. But, Advanced rules would be okay. |
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02/12/2011 07:09:58 AM · #4 |
Computer generated fractals are out, of course, since it's not photography. But having studied the subject (nonlinear dynamics) I can tell you that occurences of fractals, also known as self-simlarity, abound in nature. Trees are the textbook example, but clouds, mountains, coastlines, snowflakes, heartbeats, all qualify -- just about anywhere that nature produces a texture or rhythm or propagates itself. Hell, a picture of nothing but digital noise would qualify (hear that, jmritz?).
I think it's a great idea.
edit: typos
Message edited by author 2011-02-12 12:22:19. |
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02/12/2011 07:18:08 AM · #5 |
Originally posted by bvy: Computer generated fractals are out, of course, since it's not photography. But having studied the subject (nonlinear dynamics) I can tell you that occurences of fractals, also known as self-simlarity, abound in nature. Trees are the texbook example, but clouds, mountains, coastlines, snowflakes, heartbeats, all qualify -- just about anywhere that nature produces a texture or rhythm or propagates itself. Hell, a picture of nothing but digital noise would qualify (here that jmritz?).
I think it's a great idea. |
I hear you, noise is my friend. |
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02/12/2011 07:28:19 AM · #6 |
Sand dunes, snow drifts, fern fronds, conch shells, broccoli, crystals.... fractals abound in nature.
Message edited by author 2011-02-12 12:32:37. |
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02/12/2011 07:39:11 AM · #7 |
Would the challenge be to take a photo of the pattern itself, or a subject that includes such a pattern?
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02/12/2011 07:39:41 AM · #8 |
Originally posted by Yo_Spiff: Would the challenge be to take a photo of the pattern itself, or a subject that includes such a pattern? |
Yes. |
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02/12/2011 07:55:40 AM · #9 |
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02/12/2011 08:17:27 AM · #10 |
As a not-too-off topic aside to this, I didn't learn until last week that the great Mandelbrot had passed on last year. He was a Polish-French Jew who survived the Nazi years in Europe, and later in life, he endured another kind of oppression -- that of the academic world for his revolutionary ideas.
Who knew when I entered this that he had only three months left? |
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02/12/2011 10:23:44 AM · #11 |
Would like to explore this. |
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02/12/2011 10:25:58 AM · #12 |
A good challenge. I have always been fascinated by fractals. Two of my many challenge entries actually use the word in their titles :-) Both failed miserably, however :-(
R. |
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02/12/2011 10:39:29 AM · #13 |
Originally posted by bvy: As a not-too-off topic aside to this, I didn't learn until last week that the great Mandelbrot had passed on last year. He was a Polish-French Jew who survived the Nazi years in Europe, and later in life, he endured another kind of oppression -- that of the academic world for his revolutionary ideas.
Who knew when I entered this that he had only three months left? |
I met Mandelbrot once in early 90's. He was an interesting guy, but boy, so full of himself. I guess it must a necessary trait for prophets, preachers, and revolutionaries all of whom he undoubtedly was.
Robert, I also had one entry with a word fractal in it. Not too successful scorewise either, but I do like the image
oh, goes without saying, I do support the challenge. |
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02/12/2011 11:13:46 AM · #14 |
Originally posted by LevT: I met Mandelbrot once in early 90's. He was an interesting guy, but boy, so full of himself. I guess it must a necessary trait for prophets, preachers, and revolutionaries all of whom he undoubtedly was. |
LOL... So did I, a tad earlier. I thought he was a pompous ass, actually. But dang, he was a visionary.
R. |
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02/12/2011 11:36:48 AM · #15 |
I started a quilt top in the form of a serpinsky gasket years ago. I saw the pattern hanging on a physics professor's door, and converted it into a quilt pattern.
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02/12/2011 11:59:48 AM · #16 |
Originally posted by bvy: Computer generated fractals are out, of course, since it's not photography. But having studied the subject (nonlinear dynamics) I can tell you that occurences of fractals, also known as self-simlarity, abound in nature. Trees are the texbook example, but clouds, mountains, coastlines, snowflakes, heartbeats, all qualify -- just about anywhere that nature produces a texture or rhythm or propagates itself. |
Such as these images? I'm curious to here your opinion.
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02/12/2011 12:00:18 PM · #17 |
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02/12/2011 01:34:08 PM · #18 |
The tree leaves hanging down and the tree itself have fractal qualities, but these aren't the primary subjects of your excellent composition here.
This one definitely. Measuring the length of a coastline is a classic (and futile)exercise in the study of fractals, and this image communicates some of that. Also, the clouds and textures in the sand have fractal properties.
Uh... no. |
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02/12/2011 02:19:57 PM · #19 |
I think also related to fractals are patterns based on the Fibonacci number series.
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05/14/2012 04:19:44 PM · #20 |
Fractals. I continue to believe this would make a very interesting challenge. Advanced Editing.
Bumping >> Bumping >> Bumping
Message edited by author 2012-05-14 21:24:36. |
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05/14/2012 05:01:44 PM · #21 |
too easy...
zn+1 = zn2 + c |
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05/14/2012 05:07:13 PM · #22 |
Originally posted by hahn23: Fractals. It continue to believe this would make a very interesting challenge. Advanced Editing.
Bumping >> Bumping >> Bumping |
Fractals. Could be done Minimal, or Basic. But Advanced would bring out the beauty of these patterns.
Oh, let's do it.
PLEASE! |
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05/14/2012 05:22:43 PM · #23 |
Originally posted by mike_311: too easy...
zn+1 = zn2 + c |
Julia set? |
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05/14/2012 06:30:59 PM · #24 |
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05/14/2012 06:58:37 PM · #25 |
As a mathematician I have to say - Yes, Yes and Yes for a fractal challenge.
But I tend to go with a preference of less editing and have people find them in nature. Capture the fractal as is.
(Then they can go map it to mathematics if they are inclined) |
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