Denis Nikolaevich Sob'yanin
Generalized superstatistics, i.e., a "statistics of superstatistics," is
proposed. A generalized superstatistical system comprises a set of
superstatistical subsystems and represents a generalized hyperensemble. There
exists a random control parameter that determines both the density of energy
states and the distribution of the intensive parameter for each
superstatistical subsystem, thereby forming the third, upper level of dynamics.
Generalized superstatistics can be used for nonstationary nonequilibrium
systems. The system in which a supercritical multitype age-dependent branching
process takes place is an example of a nonstationary generalized
superstatistical system. The theory is applied to pair production in a neutron
star magnetosphere.
View original:
http://arxiv.org/abs/1111.6891
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