References
- M. M. R. WILLIAMS, Ann. Nucl. Energy, 27, 143 (2000).
- A. D. GALANIN, Thermal Reactor Theory, Pergamon Press (1960).
- W. A. HORNING, “A Summary of Small Source Theory Applied to Thermal Reactors,” USAEC Report, General Electric HW 34021 (1954).
- J. B. KELLER, “Stochastic Equations and Wave Propagation in Random Media,” Proc. Symp. Appl. Math., 16, 145 (1964).
- U. FRISCH, Probabilistic Methods in Applied Mathematics, Vol. 1, A. T. BHARUCHA REID, Ed., Academic Press (1968).
- “Naval Reactors Physics Handbook,” Vol. 1, A. RADKOWSKY, Ed., USAEC (1964).
- A. V. STEPANOV, Neutron Transfer Theory for Inhomo-geneous Media, Proc P.N. Lebedev Phys. Inst. 44, 193 (1971) (English translation).
- M. M. R. WILLIAMS, Random Processes in Nuclear Reactors, Pergamon Press, Oxford (1974).
- G. C. POMRANING, Linear Kinetic Theory and Particle Transport in Stochastic Mixtures, World Scientific (1991).
- J. DEVOOGHT, “Linear Transport in Correlated Stochastic Media,” Nucl. Sci. Eng., 124, 1 (1996).
- A. K. PRINJA, “Transport in Random Media with Space-Time Noise,” Prog. Nucl. Energy, 30, 287 (1996).
- H. VAN DAM, “Reactivity Effects and Space Domain Noise Caused by Randomly Dispersed Materials in a Reactor Core,” Prog. Nucl. Energy 1, 273 (1977).
- S. YAMADA, M. NISHIMURA, and K. SUMITA, “Reactivity Effects and Flux Perturbations Due to Spatial Random Dispersal in the Number Densities of Core Materials,” Ann. Nucl. Energy, 7, 561 (1980).
- F. C. DIFILIPO, “Application of the Theory of Random Matrices to a Reactor-Noise Problem,” Ann. Nucl. Energy, 9, 532 (1982).
- A. PAPOULIS, Probability, Random Variables and Stochastic Processes, McGraw-Hill, 3rd ed. (1991).