Recent content by polack
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Graduate What is the significance of [e^([pi]i)]+1=0 in mathematics?
It keeps going and going... So it wraps like a http://www.sciam.com/article.cfm?chanID=sa003&articleID=D55BA3C5-E7F2-99DF-3B0A5A55D41B63FB&ref=rss" then? No edges or ends... periodic, as you say. I feel the flow; circular. So \pi is to circle/sphere as e is to exponentiation? I'm still...- polack
- Post #50
- Forum: Linear and Abstract Algebra
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Graduate What is the significance of [e^([pi]i)]+1=0 in mathematics?
How I found this three-year-old thread... Why, with a Google http://www.google.com/search?hl=en&safe=active&q=%2Btan+e+pi+equation+theory"? :confused:) I was curious if someone had already invented the wheel I was working on... so I searched for it. This sort of rediscovery isn't too...- polack
- Post #48
- Forum: Linear and Abstract Algebra
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Graduate What is the significance of [e^([pi]i)]+1=0 in mathematics?
tan(x) vs. e^(x) - pi^(-x) Maybe this is getting off on a tangent (horrible pun intended :-p), but I'm exploring how similar the graphs of tan(x) and e^{x}-\pi^{-x} are... this may weave back to the earlier observations about path integrals from mathwonk: ...so I'm curious if this goes...- polack
- Post #40
- Forum: Linear and Abstract Algebra