Discover the Transcendental Nature of E+pi at AMS Meetings

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thanks so much! I am fascinated by these problems! This is proving e+pi irrational, not transcendental.
 
Quiz:

Is there an irrational number x such that pi+e+x = (a rational number)?
 
Three and a half years ago JF started the same thread:

https://www.physicsforums.com/showthread.php?t=203040 .

Personally, I don't understand anything what that guy is saying. His mastery of the English language is also kind of off-putting.
 
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Antiphon said:
Quiz:

Is there an irrational number x such that pi+e+x = (a rational number)?

There are an infinite number of them and they are dense in R. They do have a Lebesgue measure of 0, though :biggrin:
 
Antiphon said:
Quiz:

Is there an irrational number x such that pi+e+x = (a rational number)?

i vote for r - e - pi, where r is rational.
 
Deveno said:
i vote for r - e - pi, where r is rational.

You win the quiz.
 
camilus said:
thanks so much! I am fascinated by these problems! This is proving e+pi irrational, not transcendental.
It agree I'm sorry:confused:
 
its okay. I don't understand the proof anyways, is there a more rigorous version somewhere else? this looks like a preprint or an outline, not the actual proof.
 
  • #10
camilus said:
its okay. I don't understand the proof anyways, is there a more rigorous version somewhere else? this looks like a preprint or an outline, not the actual proof.

http://arxiv.com/abs/0907.0467v4
This paper is under development, thank you for your patience while we expand it! o:)
 
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