bio | website | |
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location | ||
age | ||
visits | member for | 3 years |
seen | Mar 7 '13 at 1:40 | |
stats | profile views | 125 |
Jan
29 |
awarded | Popular Question |
Jul
2 |
awarded | Curious |
Apr
23 |
awarded | Nice Question |
Apr
16 |
awarded | Yearling |
Feb
18 |
asked | Why is the mirror of rigid Calabi-Yau threefold singularity theory? |
Feb
18 |
comment |
Lifting a birational map of $X/G$ to a birational map of $X$?
Thank you for the answer, Tom. I now think my claim is positive although I cannot prove it. I will post something once I am convinced with my idea. |
Feb
8 |
revised |
Lifting a birational map of $X/G$ to a birational map of $X$?
edited body |
Feb
8 |
comment |
Lifting a birational map of $X/G$ to a birational map of $X$?
Haha, I fix the typo. Thanks. |
Feb
8 |
asked | Lifting a birational map of $X/G$ to a birational map of $X$? |
Feb
1 |
comment |
When does $Aut(X)=Bir(X)$ hold?
I see. Thank you for clarifying the point. |
Feb
1 |
comment |
When does $Aut(X)=Bir(X)$ hold?
Thank you for the useful comments. Do you know anything about Calabi-Yau case? K3 surface is minimal and thus the equality holds (thanks to Christian'sanswer below). What about dimension 3 case? |
Feb
1 |
comment |
When does $Aut(X)=Bir(X)$ hold?
Sorry for a (potentially) stupid question, but could you give me an example of compact $X$ such that $Bir(X)\ne Bim(X)$? |
Feb
1 |
comment |
When does $Aut(X)=Bir(X)$ hold?
Thanks. I will take a look at it. |
Jan
31 |
awarded | Commentator |
Jan
31 |
comment |
When does $Aut(X)=Bir(X)$ hold?
Thank you for the example, Piotr. Do you know how to prove the fact about Abelian varieties? |
Jan
31 |
asked | When does $Aut(X)=Bir(X)$ hold? |
Jan
4 |
revised |
A question on the “natural metric” on the space of Bridgeland stability condition
added 106 characters in body |
Jan
3 |
comment |
A question on the “natural metric” on the space of Bridgeland stability condition
Thank you for the answer, Sasha. Logarithm part now makes sense to me. But I am not totally convinced by the phase part yet. I will think about it more. |
Jan
2 |
comment |
A question on the “natural metric” on the space of Bridgeland stability condition
@Angelo It seems you can type the explicit equation. I would appreciate your edit. |
Jan
2 |
comment |
A question on the “natural metric” on the space of Bridgeland stability condition
I cannot write down the natural metric on this post. THe equation does not appear well. So I put a link to a paper by Bridgeland. |