- 2r L1i=, I 9 3 ( : , 2009/05/25) 3 9, L B ( r= s= / . LL b . 0 )
- 3X@8ZHV9f: ?t3X IA1i=, 11 (C4Ev:.Bt , 2008/12/15)
- ## ## (OZAWA Narutaka) type II1factors", Int. Math. Res. N* A. #### cepted.
- Quasi-homomorphism Rigidity with Noncommutative Targets
- 2r FC L1i=, I 9 4 ( 4 : , 2009/06/22) 9, Ld ( r= F s= F / . LL b . 0 )
- 3X@8ZHV9f: ?t3X IB1i=, 06 (C4Ev:.Bt , 2008/07/08)
- March 7-10 & 15-18, 2011 Room 402, Faculty of Science Building No 6
- 3X@8ZHV9f: ?t3X IB1i=, 05 (C4Ev:.Bt , 2008/06/24)
- f(x) = lim sup f(y) := lim
- AN INVITATION TO THE SIMILARITY PROBLEMS (AFTER PISIER)
- S , , {{x, xs} : x , s S} Cayley , X(, S) . 1, 2 . X(, S)
- (OZAWA, Narutaka) A. 8&5f35MW
- (OZAWA Narutaka) A. 8&5f35MW
- A COMMENT ON FREE GROUP FACTORS NARUTAKA OZAWA
- t II 1 , 9 08 ( : , 2010/10/19) 8 9, d ( = s= / . .
- t3 II 1 , 13 ( : , 2011/01/18) 3 8, 5 d ( r= = 7 / 5. .
- 29. 6 4X >e N I D X tfn, f , fn f a.e., + fn d f d r K k. 3 H -, 0 2 B,=8 gE X KB F, E
- 2r FC L1i=, I 5 ( : , 2010/07/12) , L ( r= F s= F / . LL b . Cf L
- t3 II 1 , 9 06 ( : , 2010/06/29) 9, 5 d ( r= s= / 5. .
- 09 IA ( 9 ) 0: , 5 L 9 ( r= s
- ?t3 IB1 , 12 ( : B , 2008/12/16) 8, d ( = s= / . .
- t3 IB1 , 13 ( : B , 2009/01/20) 3 9, ( = s= 7 / . .
- 3X@8ZHV9f: ?t3X IA1i=, 03 (C4Ev:.Bt , 2008/05/26)
- IA 06 (2008/07/07) (1+t2)2 dt 1 pt,
- (OZAWA Narutaka) N. Monod [8]
- (OZAWA Narutaka) A. 8&5f35MW
- (OZAWA Narutaka) A. 8&5f35MW
- (OZAWA Narutaka) A. 8&5f35MW
- 3X@8ZHV9f: ?t3X IB1i=, 02 (C4Ev:.Bt , 2008/05/13)
- 3X@8ZHV9f: ?t3X IB1i=, 03 (C4Ev:.Bt , 2008/05/27)
- 2008G/EY2F3X4--!&?t3XIB4--Kv;n83(MI 22 27 2008 G/09 7n01 F--10:55!A12:25 (90 J, )
- Dixmier's Similarity Problem Narutaka OZAWA
- GABORIAU'S THEOREM AFTER L UCK, SAUER AND THOM 1. Background in homological algebra
- (OZAWA Narutaka) A. 8&5f35MW
- 3X@8ZHV9f: ?t3X IA1i=, 04 (C4Ev:.Bt , 2008/06/09)
- 3X@8ZHV9f: ?t3X IA1i=, 06 (C4Ev:.Bt , 2008/07/07)
- ## ## (OZAWA Narutaka) (2003), 216-222. A. #### 2.N. Ozawa: "Solid von Neumann algebr*
- ## ## (OZAWA Narutaka) and Monod. Adding more rigidity to (TT* A. #### N. Ozawa introduced property (TTT) *
- 2r FC L1i=, I 4 ( 4 : , 2010/06/21) , SL ( r= F s= F / . LL b . C L
- t3 IA1 , 12 ( : , 2009/01/08) 8 9, 5 d ( r= s= / 5. 9. 1
- ## ## (OZAWA Narutaka) 6.N. P. Brown and N. Ozawa; "C*-algeb* A. #### and finite-dimensional approximat*
- ## ## (OZAWA Narutaka) bra. The free group factor is the most* A. #### sively studied object in non-amenable v*
- ## ## (OZAWA, Narutaka) Other researches of N. Ozawa include a * A. #### of weak amenability ([9]), which genera*
- 1. # ############## Heisenberg ###############, ###
- NUCLEARITY OF REDUCED AMALGAMATED FREE PRODUCT C*-ALGEBRAS
- ON THE SET OF FINITE DIMENSIONAL SUBSPACES OF PREDUALS OF VON NEUMANN ALGEBRAS
- A NON-EXTENDABLE BOUNDED LINEAR MAP BETWEEN C*-ALGEBRAS NARUTAKA OZAWA
- ON THE LIFTING PROPERTY FOR UNIVERSAL C*-ALGEBRAS OF OPERATOR SPACES
- Ergodic Ramsey Theory -SNSB Lecture Laurentiu Leustean
