Title: New to M Set Post by: msetisreal on February 07, 2014, 03:44:56 PM New to M Set
Title: Re: New to M Set Post by: eiffie on February 07, 2014, 06:14:47 PM Searching the names chaosTV and chaosTube unfortunately bring up other videos.
You have the link already I assume. http://www.youtube.com/user/kommissario (http://www.youtube.com/user/kommissario) There is also this thread: http://www.fractalforums.com/production-b236/ (http://www.fractalforums.com/production-b236/) So now you have no excuse to watch them ALL! :) Title: Re: New to M Set Post by: cKleinhuis on February 07, 2014, 10:41:54 PM Haha thank you eiffie, @msetisreal nice you finally made it to here, be sure to catch my upcomming 4part mset tutorial for all chaostube relevant stuff go to the link above (damn mobile inputs) as well Title: Re: New to M Set Post by: msetisreal on February 08, 2014, 04:43:00 AM New to M Set
Title: Re: New to M Set Post by: cKleinhuis on February 08, 2014, 05:22:54 AM ok, tell us about your general knowledge ?!
as a starter i still recommend the book "chaos" by james gleick from the 80s, its just excellent and a must have but the mandelbrot is not covered in it---- so, what do you want to know ? what bugs you most ? its endless border ( fractaldimension=2) or its quasi-self-similariy ( until ridiculous depths) or perhaps you like that the shape is uniform and appears from time to time in other forms/fractaös? or perhaps you just want to know that complex multiplication and a scaling, and furthermore that if applied the addition it represents a very beautiful representation of the affine transformations ( that make up the itfs fractals, like the fern scale, rotate, translate :D ) and dont be shy :D Title: Re: New to M Set Post by: msetisreal on February 08, 2014, 10:35:59 PM New to M Set |