Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?
From: G. A. Edgar (edgar_at_math.ohio-state.edu.invalid)
Date: 11/28/04
- Next message: Jon G.: "Re: Root Finder 13"
- Previous message: JXStern: "Re: Turing Machines and Physical Computation"
- In reply to: Angus Rodgers: "Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?"
- Next in thread: Angus Rodgers: "Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?"
- Reply: Angus Rodgers: "Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?"
- Messages sorted by: [ date ] [ thread ]
Date: Sun, 28 Nov 2004 12:56:54 -0500
In article <5h1kq05sdnj22dm6pu6q1ee007c2qvcago@4ax.com>, Angus Rodgers <angus_prune@bigfoot.com> wrote:
> is irreducible over the irrationals.
a misprint, right?
-- G. A. Edgar http://www.math.ohio-state.edu/~edgar/
- Next message: Jon G.: "Re: Root Finder 13"
- Previous message: JXStern: "Re: Turing Machines and Physical Computation"
- In reply to: Angus Rodgers: "Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?"
- Next in thread: Angus Rodgers: "Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?"
- Reply: Angus Rodgers: "Re: Is x^n - x^{n - 1} - ... - x - 1 irreducible?"
- Messages sorted by: [ date ] [ thread ]
