| Name (LAST, First): | YOKOTA, Takumi |
| Affiliation: |
- Kyoto University » Research Institute for Mathematical Sciences (RIMS)
- WWU Muenster » Mathematisches Institut »
Arbeitsgruppe
— under the JSPS Postdoctoral Fellowship for Research Abroad (until March 2014)
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| Mail: | takumiy[at]kurims.kyoto-u.ac.jp |
Research interest:
Keywords: |
Mathematics »
Differential geometry »
Riemannian geometry;
Ricci flow, Alexandrov spaces, Wasserstein geometry, etc …
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| Preprint(s): |
- Convex functions and barycenters on CAT(1)-spaces of small radii.
PDF
Apr. 2013.
- On the spread of positively curved Alexandrov spaces.
PDF
Revised in Oct. 2012.
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| Papers: |
- Addendum to `Perelman's reduced volume and a gap theorem for the Ricci flow'
PDF
— Comm. Anal. Geom.
20, No.5 (2012), 949--955.
Link
- On the filling radius of positively curved Alexandrov spaces.
PDF
— Math. Z.
273, Issue 1-2 (2013), 161--171.
Link
- (joint with A. Takatsu) Cone structure of $L^2$-Wasserstein spaces.
PDF
— J. Topol. Anal.
4, No.2 (2012), 237--253.
Link
- A rigidity theorem in Alexandrov spaces with lower curvature bound.
PDF
— Math. Annalen
353, No. 2 (2012), 305--331.
Link
- On the asymptotic reduced volume of the Ricci flow.
PDF
— Ann. Global Anal. Geom.
37, No.3 (2010), 263--274.
Link
- Perelman's reduced volume and a gap theorem for the Ricci flow.
PDF
— Comm. Anal. Geom.
17, No.2 (2009), 227--263.
Link
- Curvature integrals under the Ricci flow on surfaces.
— Geom. Dedicata
133 (2008), 169--179.
Link
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