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rt-ackroyd documents
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Generalized least squares as a generator of variational principles and weighted residual methods for FEM transport methods
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Foundations of finite element applications to neutron transport
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Discontinuous finite elements for neutron transport analysis
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Treatment of voids in finite element transport methods
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A least squares principle unifying finite element, finite difference and nodal methods for diffusion theory
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The why and how of finite elements
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Miscellaneous remarks on choice of moments, moment reduction, local- and global-error bounds
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Composite finite element solutions for neutron transport
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Upper and lower bounds for disadvantage factors as a test of an algorithm used in a synthesis method
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A finite element method for neutron transport—III. Two-dimensional one-group test problems
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Least-squares derivation of extremum and weighted-residual methods for equations of reactor physics—I. The first-order Boltzmann equation and a first-order initial-value equation
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A finite element method for neutron transport—VII. Completely boundary-free maximum principle for the first-order Boltzmann equation
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Discontinuous variational solutions for the neutron diffusion equation
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Synthesis of conservative discontinuous solutions for diffusion theory
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Nuclear reactor safety: Edited by F. R. Farmer, Academic Press, New York (1977) 216 pp
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Completely boundary-free minimum and maximum principles for neutron transport and their least-squares and Galerkin equivalents
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A finite element method for neutron transport—VI. Upper and lower bounds for local characteristics of solutions
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Accuracy and scope of variational and difference solutions of the diffusion equations of reactor theory
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Obituary
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On a rigorous resolution of the transport equation into a system of diffusion-like equations
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An extended variational principle for an albedo boundary condition