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Hassan Jolany 海桑乔朗丽
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10h
revised
is complex moduli space of a Calabi - Yau Kahler
added 63 characters in body
10h
answered
is complex moduli space of a Calabi - Yau Kahler
12h
revised
Weil Petersson metric on moduli space of Calabi Yau manifolds
edited tags
21h
revised
Weil Petersson metric on moduli space of Calabi Yau manifolds
edited tags
1d
revised
Weil Petersson metric on moduli space of Calabi Yau manifolds
edited tags
1d
revised
Weil Petersson metric on moduli space of Calabi Yau manifolds
added 25 characters in body
1d
comment
Family $(X_y,D_y)$ with trivial canonical bundles
link.springer.com/article/10.1007/s002220050264
1d
asked
Weil Petersson metric on moduli space of Calabi Yau manifolds
1d
revised
Family $(X_y,D_y)$ with trivial canonical bundles
edited tags
2d
revised
Family $(X_y,D_y)$ with trivial canonical bundles
added 118 characters in body
2d
comment
Family $(X_y,D_y)$ with trivial canonical bundles
You can see the paper of moduli of framed manifolds, Georg Schumacher page 237. But my question is about family $(X_y,D_y)$ which have trivial canonical bundles instead polarized canonical bundle
2d
asked
Family $(X_y,D_y)$ with trivial canonical bundles
Sep
30
revised
p-adic poly-Bernoulli numbers
edited tags
Sep
30
revised
Metalinear frame bundle on sphere or $\mathbb{C}P^n$
edited tags
Sep
30
revised
quantization for integral coadjoint orbits
edited tags
Sep
30
revised
When a Spherical variety is $K$-stable
edited tags
Sep
29
comment
What does the generating function $x/(1 - e^{-x})$ count?
Tom, I don't OEIS, what is it?
Sep
28
comment
What does the generating function $x/(1 - e^{-x})$ count?
I edited it , thanks
Sep
28
revised
What does the generating function $x/(1 - e^{-x})$ count?
deleted 229 characters in body
Sep
28
revised
Multivalued solution of PDE ${v_{xx}v_{yy}-v_{xy}^{2}}={(1+v_{x}^{2}+v_{y}^{2})^2}$
added 34 characters in body; edited title
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