HOME | DD | Gallery | Favourites | RSS
| Ampelosa
# Statistics
Favourites: 4282; Deviations: 1446; Watchers: 158
Watching: 223; Pageviews: 40096; Comments Made: 1427; Friends: 223
# Interests
Favorite visual artist: All FractalistsFavorite movies: All Film Noir
Favorite TV shows: CSI
Favorite bands / musical artists: Johann Sebastian Bach
Favorite books: All Henry James novels
Favorite writers: Dostoevsky
Tools of the Trade: Ultra Fractal
Other Interests: Knitting
# Comments
Comments: 263
ArtByCatherineRadley [2019-09-01 07:41:46 +0000 UTC]
👍: 0 ⏩: 0
DaevaGlow In reply to ??? [2019-08-20 01:42:33 +0000 UTC]
THANK YOU for the upgrade to SuperGroup status!
👍: 0 ⏩: 1
DaevaGlow In reply to Ampelosa [2019-08-22 20:30:40 +0000 UTC]
I'm working on updating the gallery folders. Once that's done, I'll make a blog post about it on the group.
👍: 0 ⏩: 0
FractalMonster In reply to ??? [2019-08-04 09:39:58 +0000 UTC]
Thank you for the s of my old fractals
👍: 0 ⏩: 0
innac [2019-06-02 09:56:06 +0000 UTC]
👍: 0 ⏩: 0
FractalMonster [2019-05-02 21:29:52 +0000 UTC]
Thank you for the of my old journal
When z = a is a superattractive fixpointComments on my “CCAP-motives”
I don’t know what “CCAP” means. I’ve borrowed it from Stephen Ferguson who use this term on this fractal. However as it is an alternative way of drawing cubics used by the great mathematicians, I guess that the first “C” stands for “Cubic”. CCAP is drawn in such a way that one of the critical points, z =a is a super-attractive fixpoint.
Question: What does that mean?
Answer: In our standard troll formula for Cubics, see article 28 in my Chaotic series, z -> p(z) = z^3 - 3a^2 z + b, critical points, z = +a, and z = -a, we normally obtain 2D slices of the four dimensional (a, b) parameter space by fixing 2 of the 4 axis’ (a_real, a_imag, b_real, and b_imag) and plot the other 2 on the screen. We use to do so in a geome
BTW, guess you've seen my Chaotic series of fractal articles
👍: 0 ⏩: 0
BGai In reply to ??? [2018-10-10 05:31:01 +0000 UTC]
Thank you very much for your support! It is greatly appreciated!!
👍: 0 ⏩: 0
Ampelosa In reply to Lieque [2018-05-20 13:28:53 +0000 UTC]
Your fractals are unfailingly excellent.
👍: 0 ⏩: 1
FractalMonster [2018-04-22 21:42:48 +0000 UTC]
Thanks for having dug deep in my gallery and journals and for the s
👍: 0 ⏩: 0
Lady-Compassion [2018-01-09 01:35:56 +0000 UTC]
Thanks so much for your support and gift...we have such good friends and people here in our "ART" world
👍: 0 ⏩: 0
Lieque [2017-10-11 19:45:58 +0000 UTC]
Margaret, I made a fractal for the Oktober Challenge, but I can't place it in a Gallery.... Can you open one??
👍: 0 ⏩: 0
<= Prev | | Next =>