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seen Jan 18 '13 at 8:00

Oct
8
awarded  Famous Question
Jul
2
awarded  Curious
Nov
28
awarded  Notable Question
Oct
22
awarded  Popular Question
Jan
18
revised Properties of the Mandelbrot set
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Jan
16
revised Properties of the Mandelbrot set
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Jan
16
revised Properties of the Mandelbrot set
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Jan
16
comment Properties of the Mandelbrot set
@AndrewG: Being relatively new to this forum, I am not yet familiar with all its functions. If you tell me what exactly I must do to reward answers, and if I receive a good answer to this question, then I would certainly reward it.
Jan
15
revised Properties of the Mandelbrot set
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Jan
15
comment Properties of the Mandelbrot set
@Hagen von Eitzen: It seems that my answer to your question was more subtle than your question itself!
Jan
15
comment Properties of the Mandelbrot set
@Ed Pegg: What do you do with those equations once you have found them?
Jan
15
comment Properties of the Mandelbrot set
@Hagen von Eitzen: As long as the answer is useful, then I am sure there is a way (although I would suggest that you post that question in the 'Meta' section, to have someone more experienced at using this forum clarify that).
Jan
15
comment Properties of the Mandelbrot set
@Hagen von Eitzen: Is there any way to prove that the main 'head' is a circle, and also to find the shape of the main cardioid, using algebra? If there is, then what is it?
Jan
15
comment Properties of the Mandelbrot set
@Ed Pegg: Could you please explain that further, and give an example?
Jan
15
comment Properties of the Mandelbrot set
@Hagen von Eitzen: What is the best way to show that the set is bounded? Also, surely there are other possible algebraic proofs relating to the shape of the set?
Jan
15
asked Properties of the Mandelbrot set
Nov
12
comment Proving Functions are Surjective
Could you possibly demonstrate with an example?
Nov
12
revised Proving Functions are Surjective
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Nov
12
asked Proving Functions are Surjective
Sep
4
revised How to prove a property regarding periodicities of points in the Mandelbrot set?
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