35 reputation
4
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location Abu Dhabi, United Arab Emirates
age 51
visits member for 1 year, 8 months
seen Jul 28 at 16:22

Apr
5
accepted What are the known examples of compact complex $n$-folds that do not have a strongly Gauduchon metric for $n >2$?
Mar
30
revised What are the known examples of compact complex $n$-folds that do not have a strongly Gauduchon metric for $n >2$?
deleted 2 characters in body; edited title
Mar
30
asked What are the known examples of compact complex $n$-folds that do not have a strongly Gauduchon metric for $n >2$?
Feb
5
revised ${\bar{\partial}}$-geometrically formal ?
edited tags
Feb
5
revised ${\bar{\partial}}$-geometrically formal ?
added 11 characters in body
Feb
5
asked ${\bar{\partial}}$-geometrically formal ?
Dec
26
awarded  Supporter
Dec
25
comment Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
@Dmitri, Yes, this answers my question. Thank you!
Dec
25
awarded  Scholar
Dec
25
accepted Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
Dec
24
revised Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
edited tags
Dec
23
comment Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
I edited the question to specify compact.
Dec
23
awarded  Editor
Dec
23
revised Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
added 31 characters in body; edited title; edited title
Dec
23
comment Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
I think you are right. I should have said homology 6-sphere instead of topological $S^6$. I believe it is still a well known open question as to whether $S^6$ has an integrable complex structure.
Dec
23
comment Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$
Yes, I should have put in compact.
Dec
23
awarded  Student
Dec
23
asked Compact Complex n-folds with Betti numbers $b_1=b_2=b_n=0$ for $n >3$