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Density Transform Method for Particle Transport Problems in Spherical Geometry with Linearly Anisotropic Scattering
Taylor & Francis Verlag | 2021| -
Corrigendum - Density Transform Method for Particle Transport Problems in Spherical Geometry with Linearly Anisotropic Scattering
Taylor & Francis Verlag | 2022| -
Comment on the stochastic transition matrix approach for particle transport problems in a dichotomous random medium
British Library Online Contents | 2009| -
Equivalence of generic equation method and the phenomenological model for linear transport problems in a two‐state random scattering medium
National licenceAmerican Institute of Physics | 1989| -
Neutron transport problems in a spherical shell
National licenceAmerican Institute of Physics | 1975| -
Anatomical landmarks for locating the sphenoid ostium during endoscopic endonasal approach: a cadaveric study
British Library Online Contents | 2013| -
Dependence of the time eigenvalue of linear transport operator on the system size and other parameters -an application of the Perron-Erobenius theorem
National licenceTaylor & Francis Verlag | 1991| -
Terminal branching pattern of the right coronary artery in left-dominant hearts: a cadaveric study
British Library Online Contents | 2013| -
Time of closure of cranial sutures in northwest Indian adults
British Library Online Contents | 2005| -
Variable patterns of cutaneous innervation on the dorsum of foot in fetuses
British Library Online Contents | 2010| -
Anatomy of the tentorial segment of the trochlear nerve in reference to its preservation during surgery for skull base lesions
British Library Online Contents | 2014| -
Fokker Planck transport equation with reference to spherically symmeetric problems
National licenceTaylor & Francis Verlag | 1986| -
Morphometry of sacral hiatus and its clinical relevance in caudal epidural block
British Library Online Contents | 2009| -
Comments on numerical solution of singlar integral equations
National licenceTaylor & Francis Verlag | 1988| -
Burnett-function solution of the steady-state Fokker-Planck equation near an absorbing sphere
National licenceAmerican Physical Society | 1984| -
Some new results pertaining to criticality and time eigenvalues of one-speed neutron transport equation
British Library Online Contents | 1996|
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