Constraint preserving implicit finite element discretization of harmonic map flow into spheres - researchr publication related

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Sören Bartels, Andreas Prohl. Constraint preserving implicit finite element discretization of harmonic map flow into spheres. Math. Comput., 76(260):1847-1859, 2007. [doi]

The following publications are possibly variants of this publication:

A Convergent and Constraint-Preserving Finite Element Method for the p-Harmonic Flow into SpheresJohn W. Barrett, Sören Bartels, Xiaobing Feng, Andreas Prohl. siamnum, 45(3):905-927, 2007. [doi]

Finite element approximations of harmonic map heat flows and wave maps into spheres of nonconstant radiiLubomír Bañas, Andreas Prohl, Reiner Schätzle. nm, 115(3):395-432, 2010. [doi]

On p-Harmonic Map Heat Flows for 1<=p<∞ and Their Finite Element ApproximationsJohn W. Barrett, Xiaobing Feng, Andreas Prohl. siamma, 40(4):1471-1498, 2008. [doi]

Finite Element Approximations of Wave Maps into SpheresSören Bartels, Xiaobing Feng, Andreas Prohl. siamnum, 46(1):61-87, 2007. [doi]

Convergent discretization of heat and wave map flows to spheres using approximate discrete Lagrange multipliersSören Bartels, Christian Lubich, Andreas Prohl. moc, 78(267):1269-1292, 2009. [doi]

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