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Metodi analitici < Metric < Metric affine space  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 115.
[0-20] [0 - 20][0 - 50][20-40]
Ident.Authors (with country if any)Title
000142 (2012) Matthias NeuberInvariance, Structure, Measurement – Eino Kaila and the History of Logical Empiricism
000271 (2011) Zbigniew OziewiczElectric and magnetic fields: do they need Lorentz covariance?
000315 (2010) J A De Azcrraga [Espagne] ; J M Izquierdo [Espagne]n-ary algebras: a review with applications
000417 (2010) A. Stenvall [Finlande] ; T. TarhasaariAn eddy current vector potential formulation for estimating hysteresis losses ofsuperconductors with FEM
000725 (2008) Self-gravitating branes of codimension 4 in Lovelock gravity
000A02 (2006) Triangulated surfaces in twistor space: a kinematical set up for open/closed string duality
000B13 (2006) Enrico Leuzinger [Allemagne]Entropy of the geodesic flow for metric spaces and Bruhat–Tits buildings
000B45 (2005) Type II string theory and modularity
000C27 (2005) Edgar Enochs [États-Unis] ; Sergio Estrada [Espagne]CoGalois groups as metric spaces
000D69 (2004) M. SvenssonHarmonic morphisms in Hermitian geometry
000E38 (2003) The WeylCartan theorem and the naturalness of general relativity
000F38 (2002) The modular geometry of random Regge triangulations
001185 (2001) Hansjörg Geiges [Pays-Bas]A brief history of contact geometry and topology
001203 (2000) Marco Bertola [Italie]Frobenius manifold structure on orbit space of Jacobi groups; Part I
001234 (2000) Symmetry reduction for quantizeddiffeomorphism-invariant theories of connections
001241 (2000) E. LandvogtSome functional properties of the Bruhat-Tits building
001263 (2000) J. Mu Oz Masqué ; L. M. Pozo Coronado [Espagne]Parameter Invariance in Field Theory and the Hamiltonian Formalism
001273 (2000) On discrete U-duality in M-theory
001369 (1999) Meeyoung Kim [Allemagne] ; Laurent Manivel [France]ON BRANCHED COVERINGS OF SOME HOMOGENEOUS SPACES
001458 (1999) Complex analysis and differential topology on complex surfaces
001483 (1998) Ivan Babenko [France] ; Mikhail Katz [France, Israël]Systolic freedom of orientable manifolds

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