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Algebraic Topology
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Mike Hill
1/10/06
Massey products
Hi, So I am trying to write up a long, computational lemma, and part of doing so requires my knowing
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Massey products
Hi, So I am trying to write up a long, computational lemma, and part of doing so requires my knowing
1/10/06
Mike Hill
,
Mark Behrens
4
12/13/05
Differentials and Mod 2 Reductions
Sorry, beta is the bockstein. And I think I can now prove this. It actually relies not on the eta
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Differentials and Mod 2 Reductions
Sorry, beta is the bockstein. And I think I can now prove this. It actually relies not on the eta
12/13/05
Vigleik Angeltveit
,
Mark Behrens
2
9/6/05
Spec of a ring spectrum
Well - there is Jacob's definition, where it is spec of pi_0 together with the structure sheaf of
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Spec of a ring spectrum
Well - there is Jacob's definition, where it is spec of pi_0 together with the structure sheaf of
9/6/05
Revi...@gmail.com
8/29/05
Math Help Forum
Hello, We have started a new Math Help Comunity on the web. To help you with Homework and projects.
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Math Help Forum
Hello, We have started a new Math Help Comunity on the web. To help you with Homework and projects.
8/29/05
Mike Hill
2
8/25/05
Massey Product Shuffling Result
For those still curious, the full graded form for the nested triple products result is: (-1)^|a|<
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Massey Product Shuffling Result
For those still curious, the full graded form for the nested triple products result is: (-1)^|a|<
8/25/05
Mike Hill
8/25/05
Dyer-Lashof Ops giving Steenrod Ops in Ext?
I have a quick question for the people on this list who know more about this stuff than I. I've
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Dyer-Lashof Ops giving Steenrod Ops in Ext?
I have a quick question for the people on this list who know more about this stuff than I. I've
8/25/05
michael...@gmail.com
,
Tyler Lawson
2
8/19/05
Finite Fields in the world of Ring Spectra
Hi Mike, The proof I know of that finite division rings are fields is something to the effect of:
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Finite Fields in the world of Ring Spectra
Hi Mike, The proof I know of that finite division rings are fields is something to the effect of:
8/19/05
Mike Hill
2
8/18/05
Hopf Algebra Conjecture
One correction, on second thought. I think that the conjectural Hopf algebra should actually be A(p^k
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Hopf Algebra Conjecture
One correction, on second thought. I think that the conjectural Hopf algebra should actually be A(p^k
8/18/05
Mike Hill
8/12/05
Plotting Question
Does anyone have a nice little program that will plot points corresponding to the coefficients in a [
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Plotting Question
Does anyone have a nice little program that will plot points corresponding to the coefficients in a [
8/12/05
Tyler Lawson
,
Mike Hill
6
8/3/05
Uniquely divisible groups.
It's still a permutation representation. Those seem to always have no higher homology... On 8/3/
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Uniquely divisible groups.
It's still a permutation representation. Those seem to always have no higher homology... On 8/3/
8/3/05