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On the structure of physical space
(World Scientific Publ Co Pte LtdSingaporeSingapura, 2001)
Algebras of distributions suitable for phase‐space quantum mechanics. II. Topologies on the Moyal algebra
(1988-06-04)
The topology of the Moyal *-algebra may be defined in three ways: the
algebra may be regarded as an operator algebra over the space of
smooth declining functions either on the configuration space or on the
phase space ...
Inverse methods in aeronomy
(Instituto Geofísico del Perú, 2008)
Diapositivas presentadas en 2008 Annual Summer CEDAR Workshop, 16-21 June 2008. Midway, Utah, USA.
Diverging Fano factors
(2010)
On the structure of quantum phase space
(1990-12-01)
The space of labels characterizing the elements of Schwinger's basis for unitary quantum operators is endowed with a structure of symplectic type. This structure is embodied in a certain algebraic cocycle, whose main ...
Space-time quantum actions
(2021)
Marginally trapped submanifolds in Lorentzian space forms and in the Lorentzian product of a space form by the real line
(American Institute of Physics, 2015-02)
We give local, explicit representation formulas for n-dimensional spacelike submanifolds which are marginally trapped in the Minkowski space R1 n+2 , the de Sitter space dSn+2, the anti-de Sitter space AdSn+2 and the ...