Lorentzian manifolds admitting a killing vector field /

QR Code

Lorentzian manifolds admitting a killing vector field /

Saved in:

Bibliographic Details
Main Author:	Sanchez, Miguel.
Format:	Article
Language:	English
Subjects:	Bochner's technique Closed geodesics Einstein Lorentzian manifolds Geodesic completeness Geodesic connectedness Isometry groups Killing vector fields Lorentzian manifolds Lorentzian torus Periodic trajectories
Tags:	Add Tag No Tags, Be the first to tag this record!

Institutions:	Thư viện Trường Đại học Đà Lạt

Similar Items

Some results about geodesics on lorentzian manifolds of splitting type /
by: Antonacci, Flavia.

Stability of geodesic structures /
by: Beem, John K.

Critical point theory and global lorentzian geometry /
by: Masiello, Antonio.

Periodic trajectories in lorentzian manifolds /
by: Candela, Anna Maria.

Fermats principle, Morse theory and applications to the gravitational lens effect /
by: Perlick, Volker.

A variational theory for light rays in convex subsets of stably causal lorentzian manifolds /
by: Piccione, Paolo.

On a morse theory for light rays without nondegeneracy assumptions /
by: Germinario, Anna.

Characterization of a differentiable point of the distance function to the cut locus /
by: Tanaka, Minoru.

First integrals for difference equations /
by: Arriola, Leon.

Length spectrum of geodesic spheres in a non-flat complex space form /
by: Adachi, Toshiaki.

The nonspacelike cut locus revisited /
by: Ehrlich, Paul.

Nonsmooth critical point theory and applications /
by: Degiovanni, Marco.

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

Differentiable manifolds.

Differentiable manifolds.

Lagrangian calculus on Dirac manifolds /
by: Uchino, Kyousuke.

Differential geometry of manifolds
by: De, U. C.
Published: (2007)

Geometry and analysis on complex manifolds : festschrift for Professor S. Kobayashi's 60th birthday /
Published: (1994)

A timelike extension of fermat's principle in general relativity. Comparisons with the lightlike case /
by: Giannoni, Fabio.

Existence and non-existence results for global constant mean curvature foliations /
by: Rendall, Alan D.

On the gap between the first eigenvalues of the Laplacian on functions and 1-forms /
by: Takahashi, Junya.

High - Dimensional manifold topology : ICTP, Trieste, Italy - 21 May - 8 June 2001.
Published: (2001)

Analysis on manifolds /
by: Munkres, James R., 1930-
Published: (1991)

Introduction to differentiable manifolds /
by: Auslander, Louis.
Published: (1963)

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

4-manifolds and Kirby calculus.
by: Gompf, Robert E., 1957-
Published: (1999)

Wave equations on Lorentzian manifolds and quantization
by: Bar, Christian
Published: (2007)

From holomorphic functions to complex manifolds /
by: Fritzsche, Klaus.
Published: (2002)

Nhận dạng các tư thế con người từ dữ liệu của cảm biến độ sâu sử dụng đặc trưng khoảng cách và màu da = Human pose recognition using geodesic distance and color features with depth camera /
by: Đinh Đồng Lưỡng.

A remark on Schubert cells and the duality of orbits on flag manifolds /
by: Gindikin, Simon.

Manifolds-Tokyo, 1973 : proceedings of the International Conference on Manifolds and Related Topics in Topology, Tokyo, 1973 /
Published: (1975)

Perturbation theory of smooth invariant tori of dynamical systems /
by: Samoilenko, A. M.

Universal functions on Stein manifolds /
by: Abe, Yukitaka.

3 - manifolds /
by: Hempel, John, 1935-
Published: (2004)

A property of bicriteria affine vector variational inequalities /
by: Nguyen Thi Thu Huong.

High-dimensional manifold topology :
Published: (2003)

Differential geometry and topology of curves /
by: Aminov, Yu.
Published: (2000)

Lusternik-Schnirelmann type invariants for Menger manifolds /
by: Kawamura, Kazuhiro.

Holomorphic vertical line bundle of the twistor space over a quaternionic manifold /
by: Kobayashi, Toshimasa.

A property ofbicriteria affine vector variational inequalities
by: Nguyễn, Thị Thu Hương, et al.
Published: (2012)