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Nuclear Science and Engineering Volume 143, 2003 - Issue 3
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Technical Note

Computing the Higher k-Eigenfunctions by Monte Carlo Power Iteration: A Conjecture

Thomas E. BoothLos Alamos National LaboratoryDiagnostic Applications Group X-5 Mail Stop F663, Los Alamos, New Mexico 87545
Pages 291-300 | Published online: 10 Apr 2017

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Hunter Belanger, Davide Mancusi, Amélie Rouchon & Andrea Zoia. (2023) Variance Reduction and Noise Source Sampling Techniques for Monte Carlo Simulations of Neutron Noise Induced by Mechanical Vibrations. Nuclear Science and Engineering 197:4, pages 534-557.
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Argala Srivastava, K. P. Singh, Amod Kishore Mallick, Umasankari Kannan & S. B. Degweker. (2019) A Diffusion Monte Carlo–Based Algorithm for Estimation of Higher Modes of a Reactor. Nuclear Science and Engineering 193:9, pages 1044-1053.
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Bo Shi & Bojan Petrovic. (2012) Calculating the Second Eigenpair in Criticality Calculations Using the Monte Carlo Method with Source Points Pairing as an Efficient Net-Weight (Cancellation) Algorithm. Nuclear Science and Engineering 172:2, pages 138-150.
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Thomas E. Booth & James E. Gubernatis. (2010) Exact Regional Monte Carlo Weight Cancellation for Second Eigenfunction Calculations. Nuclear Science and Engineering 165:3, pages 283-291.
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Taro Ueki, Forrest B. Brown, D. Kent Parsons & James S. Warsa. (2004) Time Series Analysis of Monte Carlo Fission Sources—I: Dominance Ratio Computation. Nuclear Science and Engineering 148:3, pages 374-390.
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