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Link to the Homepage: Numerical Algorithms for Visual Computing
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de Berg, Mark; van Kreveld, Marc; Overmars, Mark and Schwartzkopf, Otfried Computational geometry: Algorithms and applications Springer 2008 |
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Björck, Åke Numerical methods for least squares problems SIAM 1996 |
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de Boor, Carl A practical guide to splines Springer 2001 |
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Botsch, Mario et al. Polygon mesh processing CRC Press 2010 |
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Bridson, Robert Fluid simulation for computer graphics CRC Press 2016 |
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Deuflhard, Peter Newton methods for nonlinear problems: Affine invariance and adaptive algorithms Springer 2011 |
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Devadoss, Satyan L. and O'Rourke, Joseph Discrete and computational geometry Princeton University Press 2011 |
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Fasshauer, Gregory E. Meshfree approximation methods with MATLAB World Scientific 2007 |
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Gallier, Jean H. and Quaintance, Jocelyn Differential geometry and lie groups: A computational perspective Springer 2020 |
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Golub, Gene H. and Van Loan, Charles F. Matrix computations Hopkins University Press 2013 |
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Griffiths, D.; Dold, J. and Silvester, D. Essential partial differential equations: Analytical and computational aspects Springer 2015 |
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Heath, Michael T. Scientific computing: An introductory survey SIAM 2018 | |
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Lapidus, Leon and Pinder, George Francis Numerical solution of partial differential equations in science and engineering Wiley 1982 | |
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LeVeque, Randall J. Finite difference methods for ordinary and partial differential equations: Steady-state and time-dependent problems SIAM 2007 | |
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Morton, Keith W. and Mayers, David F. Numerical solution of partial differential equations Cambridge University Press 2005 |
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Nocedal, Jorge and Wright, Stephen J. Numerical optimization Springer 2006 |
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Rubinstein, Reuven Y. Simulation and the Monte Carlo method Wiley 1981 |
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Trefethen, Lloyd N. and Bau, David Numerical linear algebra SIAM 1997 |
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Wendland, Holger Scattered data approximation Cambridge University Press 2010 |