A variational theory for light rays in convex subsets of stably causal lorentzian manifolds /

QR kȏd

A variational theory for light rays in convex subsets of stably causal lorentzian manifolds /

Spremljeno u:

Bibliografski detalji
Glavni autor:	Piccione, Paolo.
Format:	Članak
Jezik:	English
Teme:	Convex subsets Fermat's principle Geodesics Gravitational lensing effect Levi-Civita connection Light Rays Lorentzian geometry Lusternik-Schnirelman theory Morse theory Palais-smale condition
Oznake:	Dodaj oznaku Bez oznaka, Budi prvi tko označuje ovaj zapis!

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

Similar Items

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

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

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

On a model equation of one-dimensional elasticity /
od: Fukagai, N.

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

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

Lorentzian manifolds admitting a killing vector field /
od: Sanchez, Miguel.

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

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

Convex analysis : theory and applications /
od: Magaril-Ilʹyaev, G. G. 1944-
Izdano: (2003)

Convex analysis and minimization algorithms.
od: Hiriart-Urruty, Jean-Baptiste, 1949-
Izdano: (1993)

Convexity and Concentration. 1st ed. 2017
od: Carlen, Eric, i dr.
Izdano: (2020)

Existence of solutions and of multiple solutions for eigenvalue problems of hemivariational inequalities /
od: Gasinski, L.

Convex analysis and global optimization /
od: Hoang, Tuy, 1927-
Izdano: (1998)

Convex analysis /
od: Rockafellar, R. Tyrrell, 1935-
Izdano: (1970)

Computer-assisted investigations on functional equations and convexity
od: Tô, Lan Nhi
Izdano: (2025)

Finite dimensional convexity and optimization /
od: Florenzano, Monique.
Izdano: (2001)

Existence of efficient and properly efficient solutions to problems of constrained vector optimization
od: Kim, Do Sang, i dr.
Izdano: (2021)

Convex optimization
od: Boyd, Stephen
Izdano: (2004)

Convex Optimization in Normed Spaces: Theory, Methods and Examples
od: Peypouquet, Juan
Izdano: (2015)

Extendible and stably extendible vector bundles over real projective spaces /
od: Kobayashi, Teiichi.

Integer points in polyhedra : geometry, number theory, algebra, optimization : proceedings of an AMS-IMS-SIAM Joint Summer Research Conference on Integer Points in Polyhedra, Geometry, Number Theory, Algebra, Optimization, July 13-17, 2003, Snowbird, Utah /
Izdano: (2005)

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

Nonlinear differential problems and Morse theory /
od: Lazzo, Monica.

Microoptics technology
od: Borrelli, Nicholas F.
Izdano: (2005)

Exact formulae for coderivatives ofnormal cone mappings to perturbed polyhedral convex sets
od: Nguyễn, Quang Huy, i dr.
Izdano: (2012)

Lévy Matters IV
od: Belomestny, D, i dr.
Izdano: (2015)

Convex analysis in general vector spaces
od: Zalinescu, C.
Izdano: (2002)

Định lý cuối cùng của Fermat
od: Lê, Quang Ánh
Izdano: (2018)

Minimization on convex compactifications and relaxation of nonconvex variational problems /
od: Roubicek, Tomas.

On cone convexity of set-valued maps /
od: Kuroiwa, Daishi.

Exact formulae for coderivatives of normal cone mappings to perturbed polyhedral convex sets /
od: Nguyen Quang Huy.

Events, causality and symmetry /
od: Winskel, Glynn.

Locally convex spaces and linear partial differential equations /
od: Treves, Francois, 1930-
Izdano: (1967)

Causal Analytics for Applied Risk Analysis
od: Jr., Louis Anthony Cox, i dr.
Izdano: (2020)

Geometric Aspects of Functional Analysis. 1st ed. 2017
od: Klartag, Bo'az, i dr.
Izdano: (2020)

Relations between cone-parameter Levy processes and convolution semigroups /
od: Pedersen, Jan.

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

Discrete Causal Theory. 1st ed. 2017
od: Dribus, Benjamin F.
Izdano: (2020)

Curvature of caustics and singularities of gravitational lenses /
od: Petters, Arlie O.