| Science Forum Index » Fractals Science Forum » Mandelbrot Deepzoom Into A Midget Again And Again? |
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| mike3 |
 Posted: Sat Jun 23, 2007 4:14 am |
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Hi.
Has anyone ever tried the following procedure:
1. Find a midget Mandelbrot set.
2. Explore this as though it were the main Mandelbrot set.
3. Now find a midget in that.
4. Now use this midget in step (2).
5. Repeat until it gets too slow or you are too stunned and
awed, to zoom any more.
(You'll need a program that supports bignum if you want to go really
far with this.)
If so, what have you observed with it? |
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| mike3 |
| Posted: Wed Jul 18, 2007 7:05 pm |
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On Jun 23, 3:14 am, mike3 <mike4...@yahoo.com> wrote:
[quote:f5e05af1dd]Hi.
Has anyone ever tried the following procedure:
1. Find a midget Mandelbrot set.
2. Explore this as though it were the main Mandelbrot set.
3. Now find a midget in that.
4. Now use this midget in step (2).
5. Repeat until it gets too slow or you are too stunned and
awed, to zoom any more.
(You'll need a program that supports bignum if you want to go really
far with this.)
If so, what have you observed with it?
[/quote:f5e05af1dd]
What, no response? Haven't you ever been curious to explore a
midget? I've tried it some to see Mandelbrot features with additional
ornamentation for some stunning vistas. Ornaments upon ornaments,
baby! |
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| mike3 |
| Posted: Thu Jul 19, 2007 2:28 am |
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Guest
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On Jun 23, 3:14 am, mike3 <mike4...@yahoo.com> wrote:
[quote:bb8eeff40b]Hi.
Has anyone ever tried the following procedure:
1. Find a midget Mandelbrot set.
2. Explore this as though it were the main Mandelbrot set.
3. Now find a midget in that.
4. Now use this midget in step (2).
5. Repeat until it gets too slow or you are too stunned and
awed, to zoom any more.
(You'll need a program that supports bignum if you want to go really
far with this.)
If so, what have you observed with it?
[/quote:bb8eeff40b]
No response? You didn't like it? |
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| Roger Bagula |
| Posted: Thu Jul 19, 2007 12:53 pm |
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mike3 wrote:
[quote:0473b53b7f]Hi.
Has anyone ever tried the following procedure:
1. Find a midget Mandelbrot set.
2. Explore this as though it were the main Mandelbrot set.
3. Now find a midget in that.
4. Now use this midget in step (2).
5. Repeat until it gets too slow or you are too stunned and
awed, to zoom any more.
(You'll need a program that supports bignum if you want to go really
far with this.)
If so, what have you observed with it?
Not a very new idea: ( I saw it first about 1990 or so):[/quote:0473b53b7f]
http://www.google.com/search?hl=en&safe=off&rlz=1B3GGGL_enUS230US230&q=history+of+deep+zooming+of+the+Mandelbrot+set&btnG=Search
What is of interest is anything "new"? |
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| mike3 |
| Posted: Thu Jul 19, 2007 1:33 pm |
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On Jul 19, 1:28 am, mike3 <mike4...@yahoo.com> wrote:
[quote:9dea6d3cb0]On Jun 23, 3:14 am, mike3 <mike4...@yahoo.com> wrote:
Hi.
Has anyone ever tried the following procedure:
1. Find a midget Mandelbrot set.
2. Explore this as though it were the main Mandelbrot set.
3. Now find a midget in that.
4. Now use this midget in step (2).
5. Repeat until it gets too slow or you are too stunned and
awed, to zoom any more.
(You'll need a program that supports bignum if you want to go really
far with this.)
If so, what have you observed with it?
No response? You didn't like it?
[/quote:9dea6d3cb0]
Oh geez I didn't think the first "response" got through!  ((((
Damn Google!
Sorry.... |
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| mike3 |
| Posted: Fri Jul 20, 2007 1:19 am |
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Guest
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On Jul 19, 11:53 am, Roger Bagula <rlbag...@sbcglobal.net> wrote:
[quote:d9ba63ef9a]mike3 wrote:
Hi.
Has anyone ever tried the following procedure:
1. Find a midget Mandelbrot set.
2. Explore this as though it were the main Mandelbrot set.
3. Now find a midget in that.
4. Now use this midget in step (2).
5. Repeat until it gets too slow or you are too stunned and
awed, to zoom any more.
(You'll need a program that supports bignum if you want to go really
far with this.)
If so, what have you observed with it?
Not a very new idea: ( I saw it first about 1990 or so):http://www.google.com/search?hl=en&safe=off&rlz=1B3GGGL_enUS230US230&...
What is of interest is anything "new"?
[/quote:d9ba63ef9a]
I didn't really see anything relating to midget-diving... |
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