Groupoids and the integration of Lie algebroids /

Mã QR

Groupoids and the integration of Lie algebroids /

Đã lưu trong:

Sonraí Bibleagrafaíochta
Príomhúdar:	Nistor, Victor.
Formáid:	Bài viết
Teanga:	English
Ábhair:	Differential groupoid Groupoid Lie algebroid Manifold with corners Non-commutative geometry Pseudodifferential operator
Clibeanna:	Cuir Clib Leis Gan Chlibeanna, Bí ar an gcéad duine leis an taifead seo a chlibeáil!

Thư viện lưu trữ:	Thư viện Trường Đại học Đà Lạt

Míreanna Comhchosúla

Introduction to foliations and Lie groupoids
le: Moerdijk, Ieke
Foilsithe: (2003)

Differential geometry and topology of curves /
le: Aminov, Yu.
Foilsithe: (2000)

Applications of Lie groups to differential equations
le: Peter J Olver
Foilsithe: (1996)

Complex geometry
le: Huybrechts, Daniel
Foilsithe: (2005)

Pseudodifferential operators and applications
Foilsithe: (1984)

In Memory of Professor Shoshichi Kobayashi
le: Takushiro Ochiai, et al.
Foilsithe: (2015)

Pseudo-Differential Operators and Generalized Functions
le: Pilipović, Stevan, et al.
Foilsithe: (2015)

Lie algebras and Lie groups : 1964 lectures given at Harvard University /
le: Serre, Jean-Pierre, 1926-
Foilsithe: (1965)

Lie algebras and Lie groups : 1964 lectures given at Harvard University /
le: Serre, Jean Pierre
Foilsithe: (1965)

On framed cobordism classes of classical Lie groups /
le: Minami, Haruo.

Lie theory and its applications in physics V :
Foilsithe: (2004)

An introduction to differentiable manifolds and Riemannian geometry /
le: Boothby, William M. 1918-
Foilsithe: (2003)

Differentiable manifolds.

Differentiable manifolds.

Differential geometry of manifolds
le: De, U. C.
Foilsithe: (2007)

Lie theory and its applications in physics V /
Foilsithe: (2000)

Lie groups
le: Rossmann, Wulf
Foilsithe: (2002)

Nhóm Lie ma trận và đại số Lie tương ứng
le: Lê, Bùi Đức Hiếu
Foilsithe: (2018)

Introduction to differentiable manifolds /
le: Auslander, Louis.
Foilsithe: (1963)

Manifolds of differentiable mappings /
le: Michor, Peter W., 1949-
Foilsithe: (1980)

Harmonic Analysis on Exponential Solvable Lie Groups
le: Fujiwara, Hidenori, et al.
Foilsithe: (2015)

Lí thuyết chiều
le: Dương, Quốc Việt
Foilsithe: (2008)

Commutative algebra with a view toward algebraic geometry (With 90 illustartions)
le: David Eisenbud
Foilsithe: (1994)

Recovering Landscape Essays in Contemporary landscape Architecture
le: Corner, James
Foilsithe: (1999)

Algèbres de Lie semi-simples complexes.
le: Serre, Jean-Pierre, 1926-
Foilsithe: (1966)

Phân lớp các đại số Lie thực ba chiều
le: Hoàng, Thị Việt Trinh
Foilsithe: (2020)

Global calculus /
le: Ramanan, S.
Foilsithe: (2005)

Global calculus /
le: Ramanan, S.
Foilsithe: (2005)

Lectures on real semisimple Lie algebras and their representations
le: Onishchik, Arkady L.
Foilsithe: (2004)

On the structure of the group of Lipschitz homeomorphisms and its subgroups /
le: Abe, Kojun.

Nhóm Lie ma trận, đại số Lie ma trận và nhập môn lý thuyết biểu diễn :
le: Lê, Hồng Lĩnh
Foilsithe: (2010)

Analytic and geometric study of stratified spaces /
le: Pflaum, M.
Foilsithe: (2001)

Analytic and geometric study of stratified spaces /
le: Pflaum, M.
Foilsithe: (2001)

Nhập môn đại số Lie và lý thuyết biểu diễn :
le: Nguyễn, Văn Hiếu
Foilsithe: (2010)

The geometry of syzygies : a second course in commutative algebra and algebraic geometry /
le: Eisenbud, David
Foilsithe: (2005)

Pseudo-Differential Operators: Groups, Geometry and Applications. 1st ed. 2017
le: Wong, M. W., et al.
Foilsithe: (2020)

Tabellen zu den einfachen Lie Gruppen und ihren Darstellungen.
le: Tits, Jacques.
Foilsithe: (1967)

Introduction to lie groups and transformation groups.
le: Tondeur, Philippe.
Foilsithe: (1965)

Introduction to the Theory of Lie Groups. 1st ed. 2017
le: Godement, Roger
Foilsithe: (2020)

An Invitation to Web Geometry
le: Pereira, Jorge Vitorio, et al.
Foilsithe: (2015)