I'm no math major but...

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Originally Posted by ptavv

I just didn't see the point in it since we're an internet forum and not a mathematical journal.

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I hadn't realized that the two were mutually exclusive, nor a dog wart waterbowl tea cozy with doily completion.

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Also: Evidently tau and phi both refer to the same golden ratio. Phi is simply more common. The more you knew. doo dee doo.

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Evidently is an anagram for devil enty. Are you Satan, Santa?

Acrosticly I disagree.

In the theory of
diametrically opposed viewpoints
it is important that we
somehow find a common ground between the
at risk viewpoints of the avant garde and the
general viewpoints of the established
residents of the
educated institutions of the
elite.

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Originally Posted by Odin

Acrosticly I disagree.

In the theory of
diametrically opposed viewpoints
it is important that we
somehow find a common ground between the
at risk viewpoints of the avant garde and the
general viewpoints of the established
residents of the
educated institutions of the
elite.

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Can you adjoin the roots of your equations to my algebra? Or shall we attempt to meet halfway at Zeno's Paradise?

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Originally Posted by Buster Highmen

Or shall we attempt to meet halfway at Zeno's Paradise?

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Tried that one time. Always made it halfway to the halfway point.

Could never seem to get all the way commited.

Finally I figured out that by staying in one position I would eventually just arrive where I was.

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Originally Posted by Buster Highmen

A famous sequence is the Fibonnacci sequence.
It looks like: 1, 1, 2, 3, 5, 8, 13, 21,... where the next element of the sequence is generated by adding the previous 2.

In that notation, I'd write {f(i+1) = f(i)+f(i-1), f(0)=1, f(1)=1}.
Note that lim(i->inf) f(i+1)/f(i) = (1+sqrt(5))/2, tao the golden proportion.

So the sequence I'm talking about is generated by adding the previous element with one from just below or equal to halfway down the previous elements.

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is this Fibonnacci's wave theory?

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Originally Posted by Odin

Lets avoid trying to stee rhis coversation into a philosophical question.

I kant take it

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Great nerd joke.