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Forschungsthemen:
Holonomie torsionsfreier
Zusammenhänge, Lorentz-geometrie, symplektische und Kontaktgeometrie,
symmetrische Räume
Schriftenverzeichnis:
Thomas Krantz and Virgile
Mogbil, Encoding Hamiltonian Circuits
Into Multiplicative Linear Logic, Theoretical Computer Science archive
Volume 266, Issue 1-2 (September 2001), pp. 987 - 996,
ISSN:0304-3975.
Thomas Krantz, Holonomie des connexions sans torsion, PhD-thesis,
Université Henri Poincaré Nancy, 03/2007, [pdf], [errata]
Thomas Krantz, Holonomy representations which are a
diagonal direct sum of two faithful representations, 03/2007, arXiv: 0704.2776, hal-00142749.
Lionel Bérard
Bergery and Tom Krantz, Representations
admitting two pairs of supplementary invariant spaces, Differential Geometry and its Applications, Vol. 29, Issue 1, 02/2011, pp. 7-19, [link].
Lionel Bérard
Bergery and Thomas Krantz, Canonical
torsion-free connections on the total space of the tangent and the
cotangent bundle, 03/2008, arXiv:
0904.4581, hal-00267590.
Thomas Krantz, On the Holonomy of Kaluza-Klein metrics,
05/2008, arXiv: 0805.0658.
Thomas Krantz, Kaluza-Klein-type
Metrics with Special Lorentzian Holonomy, Journal
of Geometry and Physics, Vol. 60, Issue 1, 01/2010, pp. 74-80,[link].
Tom Krantz and Lorenz J.
Schwachhöfer, Extrinsically
Immersed Symplectic Symmetric Spaces, Annals of Global Analysis and Geometry, Vol. 37, no. 4, 2010, pp. 379-391, [link].
Thomas Krantz, Infinitesimal semisimple symplectic extrinsic symmetric spaces,
04/2012, arXiv: 1204.2911.
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