A Danilov-type formula for toric origami manifolds via localization of index

Hajime Fujita

doi:ojm/1539158664

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Home > Journals > Osaka J. Math. > Volume 55 > Issue 4 > Article

October 2018 A Danilov-type formula for toric origami manifolds via localization of index

Hajime Fujita

Osaka J. Math. 55(4): 619-645 (October 2018).

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Abstract

We give a direct geometric proof of a Danilov-type formula for toric origami manifolds by using the localization of Riemann-Roch number.

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Hajime Fujita. "A Danilov-type formula for toric origami manifolds via localization of index." Osaka J. Math. 55 (4) 619 - 645, October 2018.

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Published: October 2018

First available in Project Euclid: 10 October 2018

zbMATH: 06985305

MathSciNet: MR3862778

Subjects:

Primary: 53D50

Secondary: 53C27 , 57S25 , 58J20

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Osaka J. Math.

Vol.55 • No. 4 • October 2018

Osaka University and Osaka Metropolitan University, Departments of Mathematics

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Hajime Fujita "A Danilov-type formula for toric origami manifolds via localization of index," Osaka Journal of Mathematics, Osaka J. Math. 55(4), 619-645, (October 2018)

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