Euler's Equation: A sign from god?

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Euler's equation, e^(iπ) + 1 = 0, is celebrated for its elegant connection between fundamental mathematical constants. The discussion explores whether its beauty implies a divine influence or is merely a coincidence, with some arguing it reflects deep mathematical truths rather than mystical signs. The equation can be understood through Taylor series and the relationships between complex numbers and rotations, emphasizing its foundational role in mathematics. Participants highlight the importance of viewing mathematics as a discovery rather than an invention, suggesting that its principles exist independently of human thought. Ultimately, the conversation underscores Euler's equation as a remarkable intersection of various mathematical domains, inviting both admiration and philosophical debate.
  • #61
gravenewworld said:
Phi is actually also thought to be of "divine" influence. Curiously, if you take the sine of 666, you get exactly 1/2 the negative value of Phi, or what some people call the "anti" phi.

Do you just assert things without even checking? Any one with a calculator can see that's not even close to true.

phi= \frac{1+ \sqrt{5}}{2}= 3.236 approximately.

You don't say whether your "666" is supposed to be in degrees or radians. Assuming you meant radians, sin(666)= -0.1764, approximately, and assuming degrees, sin(666)= -.8090, approximately.

Of course, phi couldn't possibly be "sin(666)" in any units, or even sine of any number because it is larger than 1!
 

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