Reverse-Engineering the Solution of a “Simple” Physics Problem: Why Learning Physics Is Harder Than It Looks von Redish, Edward F., Scherr, Rachel E., Tuminaro, Jonathan

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Understanding students' poor performance on mathematical problem solving in physics von Tuminaro, Jonathan, Redish, Edward F

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An overview of the trilinos project von HEROUX, Michael A, BARTLETT, Roscoe A, SALINGER, Andrew G, THORNQUIST, Heidi K, TUMINARO, Ray S, WILLENBRING, James M, WILLIAMS, Alan, STANLEY, Kendall S, HOWLE, Vicki E, HOEKSTRA, Robert J, HU, Jonathan J, KOLDA, Tamara G, LEHOUCQ, Richard B, LONG, Kevin R, PAWLOWSKI, Roger P, PHIPPS, Eric T

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Scalable Multiphysics Block Preconditioning for Low Mach Number Compressible Resistive MHD with Application to Magnetic Confinement Fusion von Ohm, Peter, Bonilla, Jesus, Phillips, Edward, Shadid, John N., Crockatt, Michael, Tuminaro, Ray S., Hu, Jonathan, Tang, Xian-Zhu

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Smoothed aggregation for difficult stretched mesh and coefficient variation problems von Hu, Jonathan J., Siefert, Christopher M., Tuminaro, Raymond S.

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Parallel multigrid smoothing: polynomial versus Gauss–Seidel von Adams, Mark, Brezina, Marian, Hu, Jonathan, Tuminaro, Ray

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A monolithic algebraic multigrid framework for multiphysics applications with examples from resistive MHD von Ohm, Peter, Wiesner, Tobias A, Cyr, Eric C, Hu, Jonathan J, Shadid, John N, Tuminaro, Raymond S

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Toward an h-independent algebraic multigrid method for maxwell's equations von HU, Jonathan J, TUMINARO, Raymond S, BOCHEV, Pavel B, GARASI, Christopher J, ROBINSON, Allen C

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An Algebraic Multigrid Approach Based on a Compatible Gauge Reformulation of Maxwell's Equations von Bochev, Pavel B., Hu, Jonathan J., Siefert, Christopher M., Tuminaro, Raymond S.

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An Improved Algebraic Multigrid Method for Solving Maxwell's Equations von Bochev, Pavel B, Garasi, Christopher J, Hu, Jonathan J, Robinson, Allen C, Tuminaro, Raymond S

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Design Considerations for a Flexible Multigrid Preconditioning Library von Gaidamour, Jérémie, Hu, Jonathan, Siefert, Chris, Tuminaro, Ray

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AN ALGEBRAIC MULTIGRID APPROACH BASED ON A COMPATIBLE GAUGE REFORMULATION OF MAXWELL'S EQUATIONS von BOCHEV, Pavel B, HU, Jonathan J, SIEFERT, Christopher M, TUMINARO, Raymond S

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Smooth Aggregation for Difficult Stretched Mesh and Coefficient Variation Problems von Hu, Jonathan J, Siefert, Chris, Tuminaro, Raymond S

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Towards robust 3D Z-pinch simulations: discretization and fast solvers for magnetic diffusion in heterogeneous conductors von Bochev, Pavel B, Hu, Jonathan J, Robinson, Allen C, Tuminaro, Raymond S

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A Monolithic Algebraic Multigrid Framework for Multiphysics Applications with Examples from Resistive MHD von Ohm, Peter, Wiesner, Tobias, Cyr, Eric C, Hu, Jonathan J, Shadid, John N, Tuminaro, Raymond S

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Fast, adaptively refined computational elements in 3D von DOUGLAS, Craig C, HU, Jonathan, RAY, Jaideep, THORNE, Danny, TUMINARO, Ray

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Smooth Aggregation for Difficult Stretched Mesh and Coefficient Variation Problems von Hu, Jonathan J, Siefert, Chris, Tuminaro, Raymond S

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An Improved Algebraic Multigrid Method for Solving Maxwell's Equations von Bochev, Pavel B., Garasi, Christopher J., Hu, Jonathan J., Robinson, Allen C., Tuminaro, Raymond S.

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A Monolithic Algebraic Multigrid Framework for Multiphysics Applications with Examples from Resistive MHD von Ohm, Peter, Wiesner, Tobias, Cyr, Eric C, Hu, Jonathan J, Shadid, John N, Tuminaro, Raymond S

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An improved algebraic multigrid method for solving Maxwell's equations von BOCHEV, Pavel B, GARASI, Christopher J, HU, Jonathan J, ROBINSON, Allen C, TUMINARO, Raymond S

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