COUPLED GENERALIZED NONLINEAR STOKES FLOW WITH FLOW THROUGH A POROUS MEDIUM von ERVIN, V. J., JENKINS, E. W., SUN, S.

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Approximation of the Stokes–Darcy System by Optimization von Ervin, V. J., Jenkins, E. W., Lee, Hyesuk

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Regularity of the solution to 1-D fractional order diffusion equations von ERVIN, V. J., HEUER, N., ROOP, J. P.

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Optimal Petrov–Galerkin Spectral Approximation Method for the Fractional Diffusion, Advection, Reaction Equation on a Bounded Interval von Zheng, Xiangcheng, Ervin, V. J., Wang, Hong

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Coupling nonlinear Stokes and Darcy flow using mortar finite elements von Ervin, V.J., Jenkins, E.W., Sun, S.

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Approximation of coupled Stokes–Darcy flow in an axisymmetric domain von Ervin, V.J.

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Approximation of the axisymmetric elasticity equations von Bentley, Alistair, Ervin, V.J.

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APPROXIMATION OF AXISYMMETRIC DARCY FLOW USING MIXED FINITE ELEMENT METHODS von ERVIN, V. J.

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Stabilized approximation to degenerate transport equations via filtering von Ervin, V.J., Jenkins, E.W.

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Computational bases for RTk and BDMk on triangles von Ervin, V.J.

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Nonlinear Darcy fluid flow with deposition von Ervin, V.J., Lee, Hyesuk, Ruiz-Ramírez, J.

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Numerical simulations of fluid pressure in the human eye von Crowder, T.R., Ervin, V.J.

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Regularity of the solution to fractional diffusion, advection, reaction equations in weighted Sobolev spaces von Ervin, V.J.

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Equivalence of the Weighted Fractional Sobolev Space on a Disk with Characterization by the Decay Rate of Fourier–Jacobi Coefficients and K-Interpolation: Daniel Potts von Ervin, V. J.

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Equivalence of the Weighted Fractional Sobolev Space on a Disk with Characterization by the Decay Rate of Fourier–Jacobi Coefficients and K-Interpolation von Ervin, V J

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Finite-element modeling of heat transfer in carbon/carbon composites von Klett, J.W., Ervin, V.J., Edie, D.D.

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Improving the effectivity of residual based a posteriori error estimates using a statistical approach von Ervin, V.J., Ntasin, L.N.

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Analysis and Petrov–Galerkin numerical approximation for variable coefficient two-sided fractional diffusion, advection, reaction equations von Zheng, Xiangcheng, Ervin, V.J., Wang, Hong

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A fractional step θ -method approximation of time-dependent viscoelastic fluid flow von Chrispell, J.C., Ervin, V.J., Jenkins, E.W.

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Spectral approximation of a variable coefficient fractional diffusion equation in one space dimension von Zheng, Xiangcheng, Ervin, V.J., Wang, Hong

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