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Example of a compact Kähler manifold with non-finitely generated canonical ring?

feb 25 12 at 5:38 YangMills 3,340●10●16

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20

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680

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Is S^2 x S^4 a complex manifold?

ag.algebraic-geometry complex-geometry cv.complex-variables dg.differential-geometry open-problem

feb 28 12 at 21:03 YangMills 3,340●10●16

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15

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2

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Moishezon manifolds with vanishing first Chern class

ag.algebraic-geometry complex-geometry dg.differential-geometry calabi-yau complex-manifolds

dec 16 at 10:43 Dmitri 16.5k●1●36●77

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8

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Why the letter “p” for genus?

terminology reference-request ag.algebraic-geometry complex-geometry ho.history-overview

jul 12 at 19:12 YangMills 3,340●10●16

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7

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Calabi-Yau fiber space without singular fibers implies finite quotient of product?

ag.algebraic-geometry fibration calabi-yau complex-geometry

jul 28 at 23:10 YangMills 3,340●10●16

2

6

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1

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992

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K.Uhlenbeck’s preprint “A priori estimates for Yang-Mills fields”

reference-request dg.differential-geometry ap.analysis-of-pdes gauge-theory mp.mathematical-physics

mar 11 11 at 21:57 Spiro Karigiannis 2,282●2●10●25

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Questions

Example of a compact Kähler manifold with non-finitely generated canonical ring?

Is S^2 x S^4 a complex manifold?

Moishezon manifolds with vanishing first Chern class

Why the letter “p” for genus?

Calabi-Yau fiber space without singular fibers implies finite quotient of product?

K.Uhlenbeck’s preprint “A priori estimates for Yang-Mills fields”

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