Add to ORKGIn this contribution, a stochastic theory for a branching process in a neutron population with two energy levels is investigated. In particular, a variance to mean or Feynman-alpha formula is derived in this generalized scenario using the Kolmogorov forward or master equation theory for the probabilities in a system with a compound Poisson source
The Campbell theorem, relating the variance of the current of a fission chamber (a "filtered Poisson...
AbstractA formula has been derived to estimate the degeneration probability in which the conditional...
The probability distribution of neutron numbers in a symmetric subcritical reflected fissile sphere ...
In this contribution, a stochastic theory for a branching process in a neutron population with two e...
A stochastic theory for a branching process in a neutronpopulation with two energy levels is used to...
In this short paper, we compare the deterministic model for the nuclear reactor dynamic (Hetrick, 19...
The theory of the Feynman-alpha method, which is used to determine the subcritical reactivity of sys...
A Feynman-alpha formula has been derived in a two region domain pertaining the stochastic differenti...
The theory of the Feynman-alpha method was extended to two-energy groups and two-regions by the use ...
Traditional theories of neutron fluctuations in subcritical stationary multiplying systems with anal...
The theory of Feynman-alpha method was extended to two-point one-group, two-group onepoint, and two-...
In all cases where neutron fluctuations in a branching process (such as in multiplicity measurements...
International audienceWe investigate the spatial fluctuations of a neutron population close to criti...
The neutron population in multiplying systems containing a weak random source departs significantly ...
Methods of stochastic neutron transport are investigated and applied to novel formulations for the n...
The Campbell theorem, relating the variance of the current of a fission chamber (a "filtered Poisson...
AbstractA formula has been derived to estimate the degeneration probability in which the conditional...
The probability distribution of neutron numbers in a symmetric subcritical reflected fissile sphere ...
In this contribution, a stochastic theory for a branching process in a neutron population with two e...
A stochastic theory for a branching process in a neutronpopulation with two energy levels is used to...
In this short paper, we compare the deterministic model for the nuclear reactor dynamic (Hetrick, 19...
The theory of the Feynman-alpha method, which is used to determine the subcritical reactivity of sys...
A Feynman-alpha formula has been derived in a two region domain pertaining the stochastic differenti...
The theory of the Feynman-alpha method was extended to two-energy groups and two-regions by the use ...
Traditional theories of neutron fluctuations in subcritical stationary multiplying systems with anal...
The theory of Feynman-alpha method was extended to two-point one-group, two-group onepoint, and two-...
In all cases where neutron fluctuations in a branching process (such as in multiplicity measurements...
International audienceWe investigate the spatial fluctuations of a neutron population close to criti...
The neutron population in multiplying systems containing a weak random source departs significantly ...
Methods of stochastic neutron transport are investigated and applied to novel formulations for the n...
The Campbell theorem, relating the variance of the current of a fission chamber (a "filtered Poisson...
AbstractA formula has been derived to estimate the degeneration probability in which the conditional...
The probability distribution of neutron numbers in a symmetric subcritical reflected fissile sphere ...