Browse Subject Headings
Progress in Lorentzian Geometry : GeLoMer 2024, Merida, Mexico, January 29-February 2
Progress in Lorentzian Geometry : GeLoMer 2024, Merida, Mexico, January 29-February 2
Click to enlarge
ISBN No.: 9783031992117
Pages: xii, 408
Year: 202511
Format: Trade Cloth (Hard Cover)
Price: $ 370.29
Dispatch delay: Dispatched between 7 to 15 days
Status: Available (Forthcoming)

Preface.- Semi Riemannian Nearly Khaler G X G.- Global flatness for asymptotically at spacetimes.- Isometric lightlike immersions in R x Qn+1, c,1.- The vacuum weighted Einstein field equations on pure radiation waves.- Conformally Einstein Lorentzian Lie groups.- Causal ladder of Finsler spacetimes with a cone Killing vector field.- A geometric reduction method for some fully nonlinear first order PDEs on semi-Riemannian manifolds.


- Mean curvature, singularities and time functions in cosmology.- C0-inextendibility of FLRW spacetimes within a subclass of axisymmetric spacetimes.- Spacelike causal boundary at nite distance and continuous extension of the metric: second preliminary report.- From Lorentzian manifolds to signature-type change with singular transverse metrics.- Constant angle surfaces in I x f R2,1 with a null principal direction.- Vacuum cosmological spacetimes without CMC Cauchy surfaces.- On pseudo-parallel surfaces.- Introduction to Kundt spaces.


- Topologies on the future causal completion.- On the application of Lorentz-Finsler geometry to model wave propagation.- The ladder of Finsler-type objects and their variational problems on spacetimes.- Compact plane waves with parallel Weyl curvature.- Author Index.


To be able to view the table of contents for this publication then please subscribe by clicking the button below...
To be able to view the full description for this publication then please subscribe by clicking the button below...
Browse Subject Headings