N. Ozawa

发表

On Ulam stability

Andreas Thom, Narutaka Ozawa, Marc Burger, 2010, 1010.0565.

About the Connes Embedding Conjecture---Algebraic approaches---

Narutaka Ozawa, N. Ozawa, 2012, 1212.1700.

About the Connes embedding conjecture

Narutaka Ozawa, N. Ozawa, 2013 .

A NONSEPARABLE AMENABLE OPERATOR ALGEBRA WHICH IS NOT ISOMORPHIC TO A $C^*$ -ALGEBRA

I. Farah, N. Ozawa, Yemon Choi, 2013, Forum of Mathematics, Sigma.

A substitute for Kazhdan's property (T) for universal non-lattices

N. Ozawa, 2022, 2207.05272.

C*-simplicity and the unique trace property for discrete groups

N. Ozawa, E. Breuillard, Mehrdad Kalantar, 2014, 1410.2518.

A Kurosh-type theorem for type II1 factors

N. Ozawa, 2004, math/0401121.

Finite-dimensional representations constructed from random walks

N. Ozawa, A. Erschler, 2016, Commentarii Mathematici Helvetici.

Full Factors and Co-amenable Inclusions

N. Ozawa, J. Bannon, A. Marrakchi, 2019, Communications in Mathematical Physics.

There is no separable universal II_1-factor

N. Ozawa, 2002, math/0210411.

$${\text {Aut}}({\mathbb {F}}_5)$$ has property (T)

N. Ozawa, P. Nowak, M. Kaluba, 2017, Mathematische Annalen.

ABOUT THE QWEP CONJECTURE

N. Ozawa, 2003, math/0306067.

Homogeneity of the Pure State Space of a Separable ${{C}^{*}}$ -Algebra

N. Ozawa, S. Sakai, A. Kishimoto, 2001, Canadian Mathematical Bulletin.

Dixmier approximation and symmetric amenability for C*-algebras

N. Ozawa, 2013, 1304.3523.

Hyperbolic Group C *-Algebras and Free-Product C *-Algebras as Compact Quantum Metric Spaces

M. Rieffel, N. Ozawa, 2003, Canadian Journal of Mathematics.

A note on non-amenability of B(\ell_p) for p=1,2

N. Ozawa, 2004, math/0401122.

On characterizations of amenable C ∗ -dynamical systems and new examples

N. Ozawa, Yuhei Suzuki, 2021 .

Boundary amenability of relatively hyperbolic groups

N. Ozawa, 2005, math/0501555.

An Application of Expanders to $B(H) \otimes B(H)$

N. Ozawa, 2001, math/0110151.

There is no separable universal ₁-factor

N. Ozawa, 2003 .

A substitute for Kazhdan's property (T) for universal non-lattices

N. Ozawa, 2022, 2207.05272.

Amenable actions and exactness for discrete groups

N. Ozawa, 2000, math/0002185.

A REMARK ON CONTRACTIBLE BANACH ALGEBRAS

N. Ozawa, 2011, 1110.6216.

Is an Irng singly Generated as an Ideal?

Andreas Thom, Narutaka Ozawa, Nicolas Monod, 2011, Int. J. Algebra Comput..

Quasi-homomorphism rigidity with non-commutative targets

N. Ozawa, 2009, 0911.3975.

On a class of $\mathrm{II}_1$ factors with at most one Cartan subalgebra

S. Popa, N. Ozawa, 2007, 0706.3623.

The Dixmier problem, lamplighters and Burnside groups

N. Ozawa, N. Monod, 2009, 0902.4585.

Examples of groups which are not weakly amenable

N. Ozawa, 2010, 1012.0613.

Homotopy invariance of AF-embeddability

N. Ozawa, 2002, math/0201191.

Some prime factorization results for type II1 factors

S. Popa, N. Ozawa, 2003, math/0302240.

\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\text {Aut}}({\mathbb {F}}_5)$$\end{document}Aut(F5) has property (T)

Narutaka Ozawa, Piotr Nowak, Marek Kaluba, 2019, Mathematische Annalen.

NONCOMMUTATIVE REAL ALGEBRAIC GEOMETRY OF KAZHDAN’S PROPERTY (T)

N. Ozawa, 2013, Journal of the Institute of Mathematics of Jussieu.

About the Connes embedding conjecture

N. Ozawa, 2013, Japanese Journal of Mathematics.

Tsirelson's problem and asymptotically commuting unitary matrices

N. Ozawa, 2012, 1211.2712.

Elementary amenable groups are quasidiagonal

N. Ozawa, M. Rørdam, Yasuhiko Sato, 2015, Geometric and Functional Analysis.

Elementary amenable groups are quasidiagonal

N. Ozawa, M. Rørdam, Yasuhiko Sato, 2014, 1404.3462.

A remark on fullness of some group measure space von Neumann algebras

N. Ozawa, 2016, Compositio Mathematica.

A substitute for Kazhdan's property (T) for universal non-lattices

N. Ozawa, 2022, 2207.05272.

Free Banach spaces and the approximation properties

G. Godefroy, N. Ozawa, 2012, 1201.0847.

Mankiewicz's theorem and the Mazur--Ulam property for C*-algebras

N. Ozawa, Michiya Mori, 2018, 1804.10674.

OPERATOR ALGEBRAIC APPROACH TO INVERSE AND STABILITY THEOREMS FOR AMENABLE GROUPS

N. Ozawa, A. Thom, Marcus De Chiffre, 2017, Mathematika.

Haagerup approximation property via bimodules

Rui Okayasu, N. Ozawa, Reiji Tomatsu, 2015, 1501.06293.

A comment on free group factors

N. Ozawa, 2010 .

Weak Amenability of Hyperbolic Groups

N. Ozawa, 2007, 0704.1635.

LECTURE ON THE FURSTENBERG BOUNDARY AND C∗-SIMPLICITY

N. Ozawa, μδx−t 1−μx, 2014 .

An example of a solid von Neumann algebra

N. Ozawa, 2008, 0804.0288.

On a class of $\mathrm{II}_1$ factors with at most one Cartan subalgebra

S. Popa, N. Ozawa, 2007 .

On injectivity and nuclearity for operator spaces

E. Effros, N. Ozawa, Z. Ruan, 2001 .

A quantitative version of the commutator theorem for zero trace matrices

G. Schechtman, W. Johnson, N. Ozawa, 2012, Proceedings of the National Academy of Sciences.

NONCOMMUTATIVE REAL ALGEBRAIC GEOMETRY OF KAZHDAN’S PROPERTY (T)

N. Ozawa, 2013, Journal of the Institute of Mathematics of Jussieu.

An entropic proof of cutoff on Ramanujan graphs

N. Ozawa, 2020, 2009.00837.

Amenable actions and applications

Narutaka Ozawa, N. Ozawa, 2006 .

Real positivity and approximate identities in Banach algebras

N. Ozawa, D. Blecher, 2014, 1405.5551.

On characterizations of amenable $$\hbox {C}^*$$-dynamical systems and new examples

Narutaka Ozawa, Yuhei Suzuki, N. Ozawa, 2020, Selecta Mathematica.

On a class of II1 factors with at most one Cartan subalgebra, II

S. Popa, N. Ozawa, 2010 .

A SURVEY ON CHARACTERIZATION OF NUCLEAR C^*-ALGEBRAS (Recent Aspects of C^*-algebras)

N. Ozawa, 2002 .

N. Ozawa, P. Nowak, M. Kaluba, 2017, Mathematische Annalen.

$\operatorname{Aut}(\mathbb{F}_5)$ has property $(T)$

Narutaka Ozawa, Piotr W. Nowak, Marek Kaluba, 2017 .