الفهرس 
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Abstract
and energy depe—n-t%dont-F, All the geometrical ml
physical V
lqsical aspects of the problem are contained in matrix elements which accurately determined
A mcri-el which is based en assuming separability in space end time is developed to predict the asympctic time behaviour of -;’_-,he one speed neutron distribution in a rac¬uangular parallelopiped The model is vized to determine
the stable reactor period and the asymptotic decay cons
tant of a pulse model is, used to assess the valid
ity of using diffusion theory to solve Una dependent problems .
A model is developed to solve the rn-Oltigroup k eige¬nvalua p:,-oble21 for a rectangular parallelepiped . The zodel i.,,; based on. the :kernel factorization method anvd emp¬loys an ita--a”.Yive Starting with diffusion
as the initial Suess rapid convergence is obta¬ined The result- %-e compared to those of diffusion