1. Collected papers of Yozo Matsushima
Author: Matsushima, Yozo, 1291-
Library: Central Library and Documents Center of Al-Zahra University (Tehran)
Subject: ، Matsushima, Yozo, 1291-,، Geometry, Differential
Classification :
QA
3
.
M37
1992
2. Collected papers of Yozo Matsushima
Author: Matsushima, Yozo
Library: Central Library of Amirkabir University of Technology (Tehran)
Subject: Geometry, Differential , Matsushima, Yozo, - 1921-
Classification :
QA
3
.
M425
3. Collected papers of Yozo matsushima
Author: Yozo Matsushima
Library: Library of Institute for Research in Fundamental Sciences (Tehran)
Subject: Collected works ، Mathematics
Classification :
QA
3
.
M3
4. Collected papers of yozo matsushima
Author: Matsushima,yozo,1291- .
Library: Central library and Documentation Center (Zanjan)
Subject: mihsustaMA,ozoy,1291-,rtemoeGA,laitnereffid
Classification :
QA
3
.
M42
1992
5. Differentiable manifaolods
Author: Matsushima, Yozo, 1921-
Library: Central Library and Document Center of Isfahan University (Esfahan)
Subject: Differentiable manifolds ► Lie groups ► Differential forms
Classification :
516
M434d
6. Differentiable manifolds
Author: Matsushima, Yozo
Library: Central Library of Sharif University of Technology (Tehran)
Subject: ، Differentiable manifolds,، Lie groups,، Differential forms
Classification :
QA
614
.
3
.
M3613
7. Holomorphic vector fields on compact Kahler manifolds
Author: Matsushima, Yozo
Library: Central Library of Sharif University of Technology (Tehran)
Subject: ، Geometry, Differential,، Manifolds )Mathematics(,، Vector Bundles
Classification :
QA
1
.
R33
no
.
7
8. Holomorphic vector fields on compact kahler manifolds
Author: by Yozo Matsushima
Library: Library of Institute for Research in Fundamental Sciences (Tehran)
Subject: ، Geometry, Differential,، Manifolds )Mathematics(,، Vector bundles
Classification :
QA
1
.
R33
no
.
7
9. Holomorphic vector fields on compact kahler manifolds
Author: Matsushima, Yozo
Library: Central Library and Document Center of Isfahan University (Esfahan)
Subject: Geometry, Differential manifolds (Mathematics)
Classification :
516
M434h
