| 2011-05-15 16:31:15 |
Ross Younger |
bug |
|
|
added bug |
| 2011-05-15 16:31:20 |
Ross Younger |
brot2: status |
New |
Confirmed |
|
| 2011-05-15 16:31:22 |
Ross Younger |
brot2: importance |
Undecided |
Wishlist |
|
| 2011-05-15 16:46:35 |
Ross Younger |
brot2: importance |
Wishlist |
Medium |
|
| 2011-08-15 09:30:10 |
Ross Younger |
brot2: status |
Confirmed |
In Progress |
|
| 2011-10-11 08:22:21 |
Ross Younger |
brot2: status |
In Progress |
Confirmed |
|
| 2011-10-12 08:43:50 |
Ross Younger |
nominated for series |
|
brot2/beta |
|
| 2011-10-12 08:43:50 |
Ross Younger |
bug task added |
|
brot2/beta |
|
| 2011-10-12 08:43:50 |
Ross Younger |
nominated for series |
|
brot2/gamma |
|
| 2011-10-12 08:43:50 |
Ross Younger |
bug task added |
|
brot2/gamma |
|
| 2011-10-12 08:44:03 |
Ross Younger |
brot2/beta: status |
Confirmed |
Won't Fix |
|
| 2011-10-12 08:44:06 |
Ross Younger |
brot2/gamma: status |
New |
Confirmed |
|
| 2011-10-12 08:44:09 |
Ross Younger |
brot2/beta: importance |
Medium |
Low |
|
| 2011-10-12 08:44:13 |
Ross Younger |
brot2/gamma: importance |
Undecided |
Medium |
|
| 2011-10-12 08:44:36 |
Ross Younger |
brot2: importance |
Medium |
Undecided |
|
| 2011-10-12 08:44:46 |
Ross Younger |
brot2: status |
Confirmed |
Triaged |
|
| 2011-10-12 08:44:59 |
Ross Younger |
brot2: status |
Triaged |
New |
|
| 2011-10-12 08:45:07 |
Ross Younger |
brot2: status |
New |
Confirmed |
|
| 2011-10-12 08:45:15 |
Ross Younger |
brot2/gamma: milestone |
|
2.0.0 |
|
| 2011-10-31 10:07:45 |
Ross Younger |
nominated for series |
|
brot2/delta |
|
| 2011-10-31 10:07:45 |
Ross Younger |
bug task added |
|
brot2/delta |
|
| 2011-10-31 10:07:51 |
Ross Younger |
brot2/delta: status |
New |
Confirmed |
|
| 2011-10-31 10:07:57 |
Ross Younger |
brot2/gamma: status |
Confirmed |
Won't Fix |
|
| 2011-10-31 10:08:00 |
Ross Younger |
brot2/gamma: milestone |
2.0.0 |
|
|
| 2011-10-31 10:08:03 |
Ross Younger |
brot2/delta: milestone |
|
2.0.0 |
|
| 2011-12-15 08:02:54 |
Ross Younger |
brot2/delta: milestone |
2.0.0 |
|
|
| 2012-10-27 21:09:00 |
Ross Younger |
nominated for series |
|
brot2/delta |
|
| 2012-10-27 21:09:00 |
Ross Younger |
bug task added |
|
brot2/delta |
|
| 2013-02-03 08:43:47 |
Ross Younger |
description |
- newton fractal
- collatz fractal
- Burning Ship
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point. |
- newton fractal
- collatz fractal
- Burning Ship
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq |
|
| 2013-02-03 08:57:14 |
Ross Younger |
description |
- newton fractal
- collatz fractal
- Burning Ship
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq |
- newton fractal
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap |
|
| 2013-02-03 09:41:17 |
Ross Younger |
description |
- newton fractal
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method |
|
| 2013-04-04 20:32:23 |
Ross Younger |
description |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method
Lambda. start = (0.5,0) exp = (2,0) eqn = c * z * (1-z)
Mandelbrot with imaginary powers(?!)
possible bubble mandelbrot:
z := z - ((z^4-z)/(4*z^3-1)) + c
z := z - ((z^3-z)/(3*z^2-1)) + c
z := z - ((z^2-z)/(2*z-1)) + c
z := z - (z^3-1)/(3z^2) + c
"seapods" z := z - (z^4-z^2-1)/(3z^3)
"islands" z:=(z-(z^3-1)/(3z^2))^3z
"swirly" z := z^2+c+0.5
"swirly2" z := z^2-c-0.5
another variation z := (z+0.5)/z^2 + c
z := z^3 - cz + c - 1 |
|
| 2016-07-10 08:50:53 |
Ross Younger |
description |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method
Lambda. start = (0.5,0) exp = (2,0) eqn = c * z * (1-z)
Mandelbrot with imaginary powers(?!)
possible bubble mandelbrot:
z := z - ((z^4-z)/(4*z^3-1)) + c
z := z - ((z^3-z)/(3*z^2-1)) + c
z := z - ((z^2-z)/(2*z-1)) + c
z := z - (z^3-1)/(3z^2) + c
"seapods" z := z - (z^4-z^2-1)/(3z^3)
"islands" z:=(z-(z^3-1)/(3z^2))^3z
"swirly" z := z^2+c+0.5
"swirly2" z := z^2-c-0.5
another variation z := (z+0.5)/z^2 + c
z := z^3 - cz + c - 1 |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method
- Buddhabrot (though it could be difficult to make fit into the current model). For a good description see https://benedikt-bitterli.me/buddhabrot/
Lambda. start = (0.5,0) exp = (2,0) eqn = c * z * (1-z)
Mandelbrot with imaginary powers(?!)
possible bubble mandelbrot:
z := z - ((z^4-z)/(4*z^3-1)) + c
z := z - ((z^3-z)/(3*z^2-1)) + c
z := z - ((z^2-z)/(2*z-1)) + c
z := z - (z^3-1)/(3z^2) + c
"seapods" z := z - (z^4-z^2-1)/(3z^3)
"islands" z:=(z-(z^3-1)/(3z^2))^3z
"swirly" z := z^2+c+0.5
"swirly2" z := z^2-c-0.5
another variation z := (z+0.5)/z^2 + c
z := z^3 - cz + c - 1 |
|
| 2016-07-24 22:13:16 |
Ross Younger |
description |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method
- Buddhabrot (though it could be difficult to make fit into the current model). For a good description see https://benedikt-bitterli.me/buddhabrot/
Lambda. start = (0.5,0) exp = (2,0) eqn = c * z * (1-z)
Mandelbrot with imaginary powers(?!)
possible bubble mandelbrot:
z := z - ((z^4-z)/(4*z^3-1)) + c
z := z - ((z^3-z)/(3*z^2-1)) + c
z := z - ((z^2-z)/(2*z-1)) + c
z := z - (z^3-1)/(3z^2) + c
"seapods" z := z - (z^4-z^2-1)/(3z^3)
"islands" z:=(z-(z^3-1)/(3z^2))^3z
"swirly" z := z^2+c+0.5
"swirly2" z := z^2-c-0.5
another variation z := (z+0.5)/z^2 + c
z := z^3 - cz + c - 1 |
- Collatz fractal
- julia, see also http://mrob.com/pub/muency/orbitbasedoptimization.html
- set up a click/drag to move the julia point.
- Negative powers of Mandelbrot i.e. z->z^-2+c et seq
- Higher powers of the 'Misc' fractal set
- Try out Lyapunov exponent based colouring - see http://en.wikipedia.org/wiki/Multibrot_set#Rendering_images
- Try out orbit trap based colouring - see http://en.wikipedia.org/wiki/Orbit_trap
- newton fractal (newton's method?)
- investigate secant method
- Buddhabrot (though it could be difficult to make fit into the current model). For a good description see https://benedikt-bitterli.me/buddhabrot/
- Check out what http://www.chillheimer.de/kallesfraktaler/ has
Lambda. start = (0.5,0) exp = (2,0) eqn = c * z * (1-z)
Mandelbrot with imaginary powers(?!)
possible bubble mandelbrot:
z := z - ((z^4-z)/(4*z^3-1)) + c
z := z - ((z^3-z)/(3*z^2-1)) + c
z := z - ((z^2-z)/(2*z-1)) + c
z := z - (z^3-1)/(3z^2) + c
"seapods" z := z - (z^4-z^2-1)/(3z^3)
"islands" z:=(z-(z^3-1)/(3z^2))^3z
"swirly" z := z^2+c+0.5
"swirly2" z := z^2-c-0.5
another variation z := (z+0.5)/z^2 + c
z := z^3 - cz + c - 1 |
|
