Books, Original Papers & Review Papers- MIMURA Masato -
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[B]:Books [O]:Original Papers [R]:Review Papers
total:9
[2018]
1.[O] An alternative proof of Kazhdan property for elementary groups.[RIMS kyokyuroku,2062,(2018),79-87]MIMURA Masato
2.[O] Superrigidity from Chevalley groups into acylindrically hyperbolic groups via quasi-cocycles.[Journal of the European Mathematical Society,20(1),(2018),103-117]MIMURA Masato
10.4171/JEMS/760
[2016]
3.[O] Multi-Way Expanders and Imprimitive Group Actions on Graphs Multi-Way Expanders and Imprimitive Group Actions on Graphs.[International Mathematics Research Notices,2016(8),(2016),2522-2543]Masato Mimura
10.1093/imrn/rnv220
4.[O] On strong property (T) and fixed point properties for Lie groups.[Annals of the Fourier Institute,66(5),(2016),1859-1893]Tim de Laat; Masato Mimura; Mikael de la Salle
10.5802/aif.3051
[2015]
5.[O] Sphere equivalence, Banach expanders, and extrapolation.[International Mathematics Research Notices,2015,(2015),4372-4391]Masato Mimura
10.1093/imrn/rnu075
6.[O] Group approximation in Cayley topology and coarse geometry, III: Geometric property (T).[Algebraic and Geometric Topology,15(2),(2015),1067-1091]Masato Mimura, Narutaka Ozawa, Hiroki Sako, Yuhei Suzuki
10.2140/agt.2015.15.1067
[2012]
7.[O] Fixed point property for universal lattice on Schatten classes.[Proceedings of the Ameican Mathematical Society,141,(2012),65-81]Masato, Mimua
10.1090/S0002-9939-2012-11711-3
[2011]
8.[O] Fixed point properties and second bounded cohomology of universal lattices on Banach spaces.[Journal für die reine und angewandte Mathematik,2011(653),(2011),115-134]Masato, Mimura
10.1515/crelle.2011.021
[2010]
9.[O] On quasi-homomorphisms and commutators in the special linear group over a euclidean ring.[Intenational Mathematics Reseach Notices,2010(18),(2010),3519-3529]Masato, Mimura
10.1093/imrn/rnq011
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