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4810228

Anonymous Mon Jun 25 17:23:15 2012 No.4810228 [Reply] [Original]

Any topologists on who can give me a hint in the right direction?

>>	Anonymous Mon Jun 25 17:24:16 2012 No.4810232 Especially from question 2 on

>>	Anonymous Mon Jun 25 17:26:14 2012 No.4810244 >reminders modulo p

>>	Anonymous Mon Jun 25 17:30:32 2012 No.4810263 >>4810244 Thanks!

>>	Anonymous Mon Jun 25 17:33:59 2012 No.4810278 >>4810263 thanks for pointing out an amusing typo?

>>	Anonymous Mon Jun 25 17:34:00 2012 No.4810284 >>4810278 Implying I wasn't being sarcastic

>>	Anonymous Mon Jun 25 17:41:00 2012 No.4810317 Is this what they call algebraic topology?

>>	Anonymous Mon Jun 25 17:43:14 2012 No.4810327 >>4810317 It's an exercise in an introductory topology course, don't think it's algebraic topology.

>>	Anonymous Mon Jun 25 17:44:31 2012 No.4810330 >>4810284 >implying there's an assumption every reply should be helpful

>>	Anonymous Mon Jun 25 17:45:15 2012 No.4810334 >>4810330 Implying I implied that

>>	Anonymous Mon Jun 25 17:59:29 2012 No.4810383 >>4810317 No. >>4810327 This is not a topological exercise. This is commutative algebra.

>>	None !IbCrowPiV2 Mon Jun 25 18:03:45 2012 No.4810401 I fail to see how this in anyway topology - rings and not a scheme in sight. http://en.wikipedia.org/wiki/Quotient_ring http://en.wikipedia.org/wiki/Two-sided_ideal Have fun.