Re: [FOM] Preprint: "Topological Galois Theory"

2013-01-05 Thread Bruno Marchal
] Preprint: "Topological Galois Theory" Date: Thu, 3 Jan 2013 20:08:04 +0100 From: Olivia Caramello Reply-To: Foundations of Mathematics To: Foundations of Mathematics Dear All, The following preprint is available from the Mathematics ArXiv at the address http://arxiv.or

Re: Fwd: [FOM] Preprint: "Topological Galois Theory"

2013-01-04 Thread Stephen P. King
can evolve via non-exact homomorphsims. ;-) I just don't happen to think or write in formal terms. Brent Original Message ---- Subject: [FOM] Preprint: "Topological Galois Theory" Date: Thu, 3 Jan 2013 20:08:04 +0100 From: Olivia Caramello Reply-To:

Re: Fwd: [FOM] Preprint: "Topological Galois Theory"

2013-01-03 Thread meekerdb
On 1/3/2013 5:06 PM, Stephen P. King wrote: Hi Bruno, You might be interested in this! How about giving us a 500 word summary including an example of it's application. Brent Original Message Subject: [FOM] Preprint: "Topological Galois Theory"

Fwd: [FOM] Preprint: "Topological Galois Theory"

2013-01-03 Thread Stephen P. King
Hi Bruno, You might be interested in this! Original Message Subject:[FOM] Preprint: "Topological Galois Theory" Date: Thu, 3 Jan 2013 20:08:04 +0100 From: Olivia Caramello Reply-To: Foundations of Mathematics To: Foundations of Mathematic