439 reputation
310
bio website
location
age
visits member for 2 years, 4 months
seen Jan 27 at 8:41

Jan
20
awarded  Tumbleweed
Jan
17
comment Projective resolution
But any way to prove this statement would help my enormously!
Jan
17
comment Projective resolution
Yes, this is precisely what I mean. I can't say to much about my teachers construction since I don't really understand it. But he proves the statement by induction on the components of the chain, assuming we have a quasi isomorphism on the $n:th$ place. Actually I am very unsure what his argument really is, sorry. But he is not using that each component $M$ has a "projective resolution" in the classical sence, because he later deduces this statement from the earlier.
Jan
16
asked Projective resolution
Jan
16
accepted dual of tensor of vector spaces
Jan
16
awarded  Inquisitive
Jan
15
asked dual of tensor of vector spaces
Jan
14
revised Assymptotic direction
added 110 characters in body
Jan
14
asked Assymptotic direction
Jan
13
accepted Reparametrisation of closed not closed
Jan
13
accepted completely continuous implies compact
Jan
13
revised Reparametrisation of closed not closed
added 184 characters in body
Jan
13
asked Arc length parametrization of parameter curves of the sphere
Oct
7
asked Reparametrisation of closed not closed
Sep
24
awarded  Yearling
Jul
13
awarded  Popular Question
Jul
2
awarded  Curious
May
18
revised Classification of closed surfaces
added 6 characters in body
May
18
revised Classification of closed surfaces
added 15 characters in body
May
18
asked Classification of closed surfaces