Elmer M. Tory

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All published works
Action Title Year Authors
+ Strongly Degenerate Parabolic-Hyperbolic Systems Modeling Polydisperse Sedimentation with Compression 2003 Elmer M. Tory
Kenneth H. Karlsen
Raimund Bürger
Stefan Berres
+ Stochastic sedimentation and hydrodynamic diffusion 2000 Elmer M. Tory
+ The initial value problem for a scalar conservation law 1999 María Cristina Bustos
F. Concha
Raimund Bürger
Elmer M. Tory
+ The Riemann problem for a scalar conservation law 1999 María Cristina Bustos
F. Concha
Raimund Bürger
Elmer M. Tory
+ The initial-boundary value problem for a scalar conservation law 1999 María Cristina Bustos
F. Concha
Raimund Bürger
Elmer M. Tory
+ Validity of measures of sedimentation velocity 1995 Elmer M. Tory
Richard Hughes
Monika Bargieł
+ A three-parameter Markov model for sedimentation III. A stochastic Runge—Kutta method for computing first-passage times 1994 Elmer M. Tory
Monika Bargieł
Rebecca L. Honeycutt
+ The distribution of velocities of a concentric sphere in a dilute dispersion of spheres sedimenting in a spherical container 1993 Elmer M. Tory
Monika Bargieł
M.T. Kamel
+ Packing fraction and measures of disorder of ultradense irregular packings of equal spheres. I. Nearly ordered packing 1993 Monika Bargieł
Elmer M. Tory
+ Sedimentation of clusters of identical spheres II. Periodic motion of three spheres 1990 M.T. Kamel
Elmer M. Tory
+ A three-parameter markov model for sedimentation II. Simulation of transit times and comparison with experimental results 1987 David K. Pickard
Elmer M. Tory
B.A. Tuckman
+ A Markov Model for Sedimentation: Fundamental Issues and Insights 1987 David K. Pickard
Elmer M. Tory
+ PERIODICITY AND FINE STRUCTURE IN TWO-DIMENSIONAL GRAVITATIONAL RANDOM PACKING 1985 Elmer M. Tory
C. B. YHAP
David K. Pickard
+ Simulation of random sequential adsorption: Efficient methods and resolution of conflicting results 1983 Elmer M. Tory
W.S. Jodrey
David K. Pickard
+ PDF Chat A critique of Weiner's work on Palásti's conjecture 1980 David K. Pickard
Elmer M. Tory
+ PDF Chat A critique of Weiner's work on Palásti's conjecture 1980 David K. Pickard
Elmer M. Tory
+ Random sequential packing in<i>R<sup>n</sup></i> 1980 W.S. Jodrey
Elmer M. Tory
+ Stochastic Simulation Of Sedimentation 1970 Elmer M. Tory
R.A. Ford
Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ EDF Statistics for Goodness of Fit and Some Comparisons 1974 Michael A. Stephens
4
+ A three-parameter markov model for sedimentation II. Simulation of transit times and comparison with experimental results 1987 David K. Pickard
Elmer M. Tory
B.A. Tuckman
4
+ The distribution of velocities of a concentric sphere in a dilute dispersion of spheres sedimenting in a spherical container 1993 Elmer M. Tory
Monika Bargieł
M.T. Kamel
3
+ A three-parameter Markov model for sedimentation III. A stochastic Runge—Kutta method for computing first-passage times 1994 Elmer M. Tory
Monika Bargieł
Rebecca L. Honeycutt
3
+ On random sequential packing in the plane and a conjecture of palasti 1970 B. Edwin Blaisdell
Herbert Solomon
2
+ On random sequential packing in two and three dimensions 1976 Yoshiaki Akeda
Motoo Hori
2
+ A new representation theorem for isotropic functions: An answer to Professor G. F. Smith's criticism of my papers on representations for isotropic functions 1970 Chunhua Wang
1
+ PDF Chat Time-Reversibility and Particle Sedimentation 1991 Martin Golubitsky
Martin Krupa
Chjan C. Lim
1
+ Convergence of a finite volume scheme for nonlinear degenerate parabolic equations 2002 Robert Eymard
Thierry Gallouït
Raphaèle Herbin
Anthony Michel
1
+ PDF Chat Coupled Burgers equations: A model of polydispersive sedimentation 1995 Sergei E. Esipov
1
+ Existence and Stability for Mathematical Models of Sedimentation–Consolidation Processes in Several Space Dimensions 2001 Raimund Bürger
C. Liu
Wolfgang L. Wendland
1
+ A note on the uniqueness of entropy solutions of nonlinear degenerate parabolic equations 2002 Kenneth H. Karlsen
Mario Ohlberger
1
+ Random sequential packing in<i>R<sup>n</sup></i> 1980 W.S. Jodrey
Elmer M. Tory
1
+ Ergodic theory of chaos and strange attractors 1985 Jean-Pierre Eckmann
David Ruelle
1
+ Existence, Uniqueness, and Stability of Generalized Solutions of an Initial-Boundary Value Problem for a Degenerating Quasilinear Parabolic Equation 1998 Raimund Bürger
Wolfgang L. Wendland
1
+ PDF Chat Non-oscillatory central differencing for hyperbolic conservation laws 1990 Haim Nessyahu
Eitan Tadmor
1
+ A Degenerate Parabolic-Hyperbolic System Modeling the Spreading of Surfactants 1997 Michael Renardy
1
+ PDF Chat The Local Discontinuous Galerkin Method for Time-Dependent Convection-Diffusion Systems 1998 Bernardo Cockburn
Chi‐Wang Shu
1
+ PDF Chat Diffusive BGK approximations for nonlinear multidimensional parabolic equations 2000 François Bouchut
F.R. Guarguaglini
Roberto Natalini
1
+ PDF Chat Corrigendum to my recent papers on “Representations for isotropic functions” 1971 C. -C. Wang
1
+ Stability of Entropy Solutions to the Cauchy Problem for a Class of Nonlinear Hyperbolic-Parabolic Equations 2001 Gui‐Qiang Chen
Emmanuele DiBenedetto
1
+ PDF Chat On the uniqueness and stability of entropy solutions of nonlinear degenerate parabolic equations with rough coefficients 2003 Kenneth H. Karlsen
Nils Henrik Risebro
1
+ Convergence of diffusive BGK approximations for nonlinear strongly parabolic systems 2002 Corrado Lattanzio
Roberto Natalini
1
+ CAUCHY'S PROBLEM FOR DEGENERATE SECOND ORDER QUASILINEAR PARABOLIC EQUATIONS 1969 Aizik Volpert
S I Hudjaev
1
+ PDF Chat <b><i>A posteriori</i></b>error estimates for vertex centered finite volume approximations of convection-diffusion-reaction equations 2001 Mario Ohlberger
1
+ Segregation of granular media by diffusion and convection 2001 Joel Braun
1
+ Numerical test of Palásti's conjecture on two-dimensional random packing density 1975 Yoshiaki Akeda
Motoo Hori
1
+ The Cauchy problem for weakly parabolic systems 1997 Piero DʼAncona
Sergio Spagnolo
1
+ Validity of measures of sedimentation velocity 1995 Elmer M. Tory
Richard Hughes
Monika Bargieł
1
+ Beta Mathematics Handbook 1991 Eric R. Ziegel
1
+ ]Hindered settling in a multi-species particle system 1979 Jacob H. Masliyah
1
+ Stochastic sedimentation and hydrodynamic diffusion 2000 Elmer M. Tory
1
+ Nonhomogeneous Dirichlet Problems for Degenerate Parabolic-Hyperbolic Equations 2002 Corrado Mascia
Alessio Porretta
Andrea Terracina
1
+ On Strongly Degenerate Convection–Diffusion Problems Modeling Sedimentation–Consolidation Processes 2000 Raimund Bürger
Steinar Evje
Kenneth H. Karlsen
1
+ On the foundations of generalized Taylor dispersion theory 1989 I. Frankel
H. Brenner
1
+ Note on <i>N</i>‐dimensional hermite polynomials 1949 Harold Grad
1
+ PDF Chat A Process in a Randomly Fluctuating Environment 1986 Neal Madras
1
+ PDF Chat Well-posedness for non-isotropic degenerate parabolic-hyperbolic equations 2003 Gui‐Qiang Chen
Benoı̂t Perthame
1
+ Numerical methods for the simulation of the settling of flocculated suspensions 2000 Raimund Bürger
Steinar Evje
Kenneth H. Karlsen
Knut–Andreas Lie
1
+ PDF Chat Multiphase Saturation Equations, Change of Type and Inaccessible Regions 1993 Barbara Lee Keyfitz
1
+ Entropy Solutions for Nonlinear Degenerate Problems 1999 José Carrillo
1
+ Monotone Difference Approximations Of <i>BV</i> Solutions To Degenerate Convection-Diffusion Equations 2000 Steinar Evje
Kenneth H. Karlsen
1
+ On uniqueness and existence of entropy solutions of weakly coupled systems of nonlinear degenerate parabolic equations 2003 Helge Holden
Kenneth H. Karlsen
Nils Henrik Risebro
1
+ New High-Resolution Central Schemes for Nonlinear Conservation Laws and Convection–Diffusion Equations 2000 Alexander Kurganov
Eitan Tadmor
1
+ The theory of stochastic processes 1966 A. Papoulis
1
+ A new representation theorem for isotropic functions: An answer to Professor G. F. Smith's criticism of my papers on representations for isotropic functions 1970 Chunhua Wang
1
+ Partial differential equations of parabolic type 1965 John S. Maybee
1
+ Linear and Quasilinear Equations of Parabolic Type 1969 O. A. Ladyzhenskai︠a︡
1
+ PDF Chat Sur l’équation générale $u_t = a(., u, φ(., u)_x)_x + ν$ dans $L^1$ : II. Le problème d’évolution 1995 Philippe Benilán
Hamidou Touré
1
+ Introduction to Probability and Statistics 2015 1