@article {10.3844/pisp.2011.25.30,
article_type = {journal},
title = {Variable Separation and  Boubaker Polynomial Expansion Scheme for Solving the Neutron Transport Equation},
author = {O.M., Dada and Awojoyogbe, O.B. and Agida, M. and Boubaker, K.},
volume = {2},
year = {2012},
month = {Jan},
pages = {25-30},
doi = {10.3844/pisp.2011.25.30},
url = {https://thescipub.com/abstract/pisp.2011.25.30},
abstract = {Problem statement: In this study, we present general analytical solutions to the Neutron Boltzmann Transport Equation NBTE using a polynomial expansion scheme. Approach: Some simple assumptions have been introduced in the main system thanks to the Boubaker Polynomial Expansion Scheme (BPES) in order to make the general analytical procedure simple and adaptable for solving similar real life problems. Results: Finding particular solution to the Neutron equation by making use of boundary conditions and initial conditions may be too much for the present study and reduce the generality of the solutions. Conclusion: The proposed  analytical solution of the neutron transport equation has been positively compared to  some recently publish results. I should present a relevant supply to studies on reactor modeling.},
journal = {Physics International},
publisher = {Science Publications}
}