PřF∙03/12/2015
New publications in Differential Geometry
New publication in differential geometry in the prestigious journal "Letters in Mathematical Physics"
The author, doc. Anton Galaev, DSc., has developed an
algorithm how to find the connected holonomy group of an arbitrary
Lorentzian manifold, and also described the geometrical properties
of Lorentzian manifolds with different holonomy groups. Manifolds
with special holonomy groups play an important role in a string
theory, supergravity and M-theory, therefore, it is expected that
these results will be used in theoretical physics.
http://link.springer.com/article/10.1007/s11005-014-0741-y
algorithm how to find the connected holonomy group of an arbitrary
Lorentzian manifold, and also described the geometrical properties
of Lorentzian manifolds with different holonomy groups. Manifolds
with special holonomy groups play an important role in a string
theory, supergravity and M-theory, therefore, it is expected that
these results will be used in theoretical physics.
http://link.springer.com/article/10.1007/s11005-014-0741-y
