References
- Schilling , R. J. and Lee , H. 1988 . Engineering Analysis A Vector Space Approach , 337 New York : John Wiley and Sons, Inc. .
- Moller , C. , C. and Van LOAN . 1978 . Nineteen Dubious Ways to Compute the Exponential of a Matrix . SIAM review , 20 ( 4 )
- Claeyssen , J. C.R. , Gallichio , E. and Vilhena , M. T. 1990 . Inversion of Higher-Order Matrix Difference and Differential Equations through their Dynamical Solutions . Journal of Mathematical Analysis and Applications , 149 ( 2 )
- Vilhena , M. T. and Barichello , L. B. 1991 . A New Analytical Approach to Solve the Neutron Transport Equation . Kerntechnik , 56 ( 5 ) : 334 – 336 .
- Barichello , L. B. and Vilhena , M. T. 1993 . A General Analytical Approach to the One Group, One Dimensional Neutron Transport Equation . Kerntechnik , 58 ( 3 ) : 182 – 184 .
- Ishiguro , Y. and Garcia , R. D. M. 1978 . Two media problems in two-group neutron transport theory . Nuclear Science and Engineering , 68 : 99 – 110 . Reprint Technical Note
- Vilhena , M. T. and Streck , E. E. 1992 . An Approximated Analytical Solution for the One-Group Slab-Geometry Neutron Transport Equation . Kerntechnik , 57 ( 3 )
- Streck , E. E. and Vilhena , M. T. 1992 . “ Analytical Solution to the Inverse Problem by LTPN Method ” . In Annals of General Congress of Nuclear Energy Vol 1 , 405 – 408 . Rio de Janeiro, , Brazil