Re: Transcendental Dimensions
- From: "gsax" <gaurav_iitg@xxxxxxxxx>
- Date: 21 Jul 2005 22:18:02 -0700
Hi Jose
> It's very easy to create transcendental numbers. What is hard is to
> prove that a specific number is transcendental.
I think you mean using the Gelfond theorem?
Yet it is quite surprising that it took mathematicians so much effort
to come up with theorems that could be used to produce examples of
Transcendental numbers, since the first one produced by Liouville
best regards
Gsax
.
- Follow-Ups:
- Re: Transcendental Dimensions
- From: Timothy Murphy
- Re: Transcendental Dimensions
- References:
- Transcendental Dimensions
- From: gsax
- Re: Transcendental Dimensions
- From: W. Dale Hall
- Re: Transcendental Dimensions
- From: gsax
- Re: Transcendental Dimensions
- From: José Carlos Santos
- Transcendental Dimensions
- Prev by Date: Re: Number Theory problem: seeking Calculus example [LONG]
- Next by Date: Re: set of a set etc.
- Previous by thread: Re: proved transcendental numbers (was: Transcendental Dimensions
- Next by thread: Re: Transcendental Dimensions
- Index(es):
Relevant Pages
|