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Transport Theory and Statistical Physics Volume 5, 1976 - Issue 2-3
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Original Articles

Existence of complex eigenvalues for the mono-energetic neutron transport equation

Bruno Montagnini Politecnico di Milano, Facoltà di Architettura, I 20133, Milan, Italy; Università di Pavia, Istituto di Matematica, I 27100, Pavia, Italy
Pages 127-167 | Received 20 Dec 1973, Published online: 13 Sep 2006

Citations (9)

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Read on this site (3)

Kuang Zhifeng, Yang Mingzhu & Wang Xu. (1997) Complex eigenvalues of a mono-energetic neutron transport operator. Transport Theory and Statistical Physics 26:1-2, pages 253-261.
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Xu Bang Qing. (1993) Complex eigenvalue spectrum of the monoenergetic neutron transport operator. Transport Theory and Statistical Physics 22:6, pages 819-835.
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E.B. Dahl & D.C. Sahni. (1983) Complex time eigenvalues of the one speed neutron transport equation for a homogeneous sphere. Transport Theory and Statistical Physics 12:4, pages 341-368.
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Articles from other publishers (6)

J.C.L. Fernandes, B.E.J. Bodmann & M.T. Vilhena. (2017) On multi-group neutron transport in planar one dimensional geometry: A solution for a localized pulsed source. Annals of Nuclear Energy 101, pages 552-558.
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S. Dulla, B.D. Ganapol & P. Ravetto. (2006) Space asymptotic method for the study of neutron propagation. Annals of Nuclear Energy 33:10, pages 932-940.
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D.C. Sahni & N.G. Sjöstrand. (1990) Criticality and time eigenvalues in one-speed neutron transport. Progress in Nuclear Energy 23:3, pages 241-289.
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Xu Bang Qing, Xao Chang Gui & Wang Yong Jiu. (1986) Existence of infinitely many complex eigenvalues for the mono-energetic neutron transport operator. Letters in Mathematical Physics 11:2, pages 95-105.
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Jürgen Voigt. (1984) positivity in time dependent linear transport theory. Acta Applicandae Mathematicae 2:3-4, pages 311-331.
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Jürgen Voigt. 1984. Positive Semigroups of Operators, and Applications. Positive Semigroups of Operators, and Applications 311 331 .

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