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Michel
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  • Member for 12 years, 4 months
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Complex structures on a K3 surface as a hyperkähler manifold
Thanks for your response, Oliver. Twistor space interpretation makes sense (although I am not familiar with it). I will take a look at the references. Many thanks.
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How should one understand orbifold fundamental groups?
This is an extremely clear exposition, Dan! Now that orbifolds are not that scary and I even feel familiar with them. Having understood what orbifold fundamental groups should be, I now try to digest the definition and reproduce what you describe above by definition. Many thanks!
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How should one understand orbifold fundamental groups?
J. Martel, you may be right, but basically I appreciate any comments and any viewpoints. Thank you for the answer, David.
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How should one understand orbifold fundamental groups?
I organized the questions and corrected typos.
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How should one understand orbifold fundamental groups?
questions organized, typos corrected
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Torsion in $H^2(X,\mathbb{Z})$ induced by torsion in $H_1(X,\mathbb{Z})$
Sorry for my late reply and thanks for the detailed answer. I now have better understanding on the problem.