Johannes Tausch's Publications

Preprints

  • D.Stowell and J.Tausch. Variational Formulation for Guided and Leaky Modes in Multilayer Dielectric Waveguides. Submitted to Comm. Comp. Phys.

  • J. Tausch and A. Weckiewicz. Multidimensional Fast Gauss Transforms by Chebyshev Expansions. To appear in SIAM J. Sci. Comput. preprint

  • J. Tausch. Mathematical and Numerical Techniques for Open Periodic Waveguides Chapter in M. Ehrhardt, ed., Wave Propagation in Periodic Media - Analysis, Numerical Techniques and practical Applications, to be published by Bentham , Fall 2009.

  • J. Tausch. The generalized Euler-Maclaurin formula for the numerical solution of Abel-type integral equations. To appear in J. Integral Eqns. Appl. preprint

  • J. Tausch. A spectral method for integral formulations of medium-frequency scattering problems arxiv/0508539.

    Papers

  • J. Xiao, J. Tausch and Y. Hu. A-posteriori compression of wavelet-BEM matrices. To appear in Comput. Mech. doi: 10.1007/s00466-009-0403-6

  • J. Xiao, J. Tausch, Y. Cao and L. Wen Combined equivalent charge formulations and fast wavelet Galerkin BEM for 3-D electrostatic analysis. Int. J. Numer. Meth. Engrg., 79, 6, pp 753-772 (2009) doi: 10.1002/nme.2598

  • J. Tausch. Nystrom Discretization of parabolic boundary integral equations. To appear in Applied Num. Math. doi:10.1016/j.apnum.2008.12.032 , preprint

  • J. Xiao, L. Wen and J. Tausch. On fast matrix-vector multiplication in wavelet Galerkin BEM. Engineering Analysis with Boundary Elements Volume 33, Issue 2, 2009, Pages 159-167 , doi:10.1016/j.enganabound.2008.05.006 , preprint

  • J. Xiao, J. Tausch and L. Wen. Approximate moment matrix decomposition in wavelet Galerkin BEM. Computer Methods in Applied Mechanics and Engineering. Volume 197, Issues 45-48, Pages 4000-4006, 2008 , doi:10.1016/j.cma.2008.03.015 , preprint

  • V. S. Ajaev and J. Tausch. Numerical Solution of Integral Equations in Solidification and Melting with Spherical Symmetry in Integral Methods in Science and Engineering, C. Constanda, S.Potapenko, eds, Birkhauser, 2008 preprint.

  • J. Tausch. A fast method for solving the heat equation by layer potentials. J. Comp. Phys. 224, 2, Pages 956-969, 2007,

  • J. Tausch. A spectral method for the fast solution of boundary integral formulations of elliptic problems in: Integral Methods in Science and Engineering, C. Constanda, Z. Nashed, D. Rollins eds., Birkhauser p 289-297. 2006. preprint.

  • J. Tausch. How to avoid computing the nearfield in the fast multipole method in: Advances in Boundary Element Techniques VI, A.P. Selvadurai, C.L. Tan, M.H. Aliabadi eds, EC Ltd., UK, pp 311-316, 2005. preprint

  • A. Frangi, J. Tausch. A qualocation enhanced approach for Stokes flow problems with rigid-body boundary conditions Engrg. Analysis Boundary Elements, 29 (2005) 886--893

  • J. Tausch. The Variable Order Fast Multipole Method for Boundary Integral Equations of the Second Kind Computing, 72, 3, pp. 267 - 291 (2004) preprint .

  • J. Tausch. A Variable Order Wavelet Method for the Sparse Representation of Layer Potentials in the Non-Standard Form J. Numer. Math., 12, 3, (2004) pp.233-254 preprint

  • J. Tausch. The Fast Multipole Method for Arbitrary Green's Functions . In Current Trends in Scientific Computing Z. Chen, R. Glowinski and K. Li eds., Contemporary Mathematics, American Mathematical Society, pp 307-314 (2003) preprint

  • J. Tausch. Sparse BEM for Potential Theory and Stokes Flow using Variable Order Wavelets Computational Mechanics, 32, 4-6 pp 312--318 (2003) preprint

  • J. Tausch and J. White. Multiscale Bases for the Sparse Representation of Boundary Integral Operators on Complex Geometry. SIAM J. Sci Comp. 25, 5, pp 1610-1629. (2003) preprint

  • J. Tausch and J. Butler. Efficient Analysis of Periodic Dielectric Waveguides using Dirichlet-to-Neumann Maps. J. Opt. Soc. Amer. A, 19, 6, pp. 1120-1128, June 2002. preprint .

  • J. Tausch. Multiwavelets for Geometrically Complicated Domains and their Application to Boundary Element Methods. in Integral Methods in Science and Engineering, C. Constanda, A. Mioduchowski, P. Schiavone, eds., Birkhauser (2002), pp 251-256 preprint .

  • J. Tausch. Rapid Solution of Stokes Flow using Multiscale Galerkin BEM PAMM, Proc. Appl. Math. Mech. 1 (2002), pp 8-11, Wiley, Interscience. preprint .

  • J. Tausch, J. Wang and J. White. Improved Integral Formulations for Fast 3-D Method-of-Moments Solvers. preprint . IEEE Trans. CAD, 20, 12, pp 1398-1405 (2001).

  • J. Tausch and J. Butler. Floquet Multipliers of periodic Waveguides via Dirichlet-to-Neumann Maps. J. Comp. Phys. 159, 90-102 (2000) preprint .

  • J. Tausch. Numerical Analysis of Dielectric Periodic Waveguides via Dirichlet-to-Neumann Maps Proc. of 5th Intnl. Conference on Mathematical and Numerical Aspects of Wave Propagation, A. Bermudes, D. Gomez, C. Hazard, P. Joly and J. Roberts eds., SIAM (2000), pp. 438-442. preprint

  • J. Wang, J. Tausch and J. White. A wide Frequency Range Surface Integral Formulation for 3-D RLC Extraction ICCAD99, San Jose, Nov 1999 pp. 453-457

  • J. Tausch and J. White. A Multiscale Method for Fast Capacitance Extration 36th Design Automation Conference, 1999, pp. 537 -542 preprint .

  • J. Wang, J. Tausch and J. White. A wide Frequency Range Surface Integral Formulation for 3-D Inductance and Resistance Extraction Proceedings MSM99, Puerto Rico, April 1999, pp 167-171.

  • J. Tausch and J. White. Capacitance Extraction of 3-D Conductor Systems in Dielectric Media with High Permittivity Ratios. preprint . IEEE Trans. Microwave Tech. 47, 1, (1999) pp 18-26.

  • E.L. Allgower, K. Georg, R.Miranda and J. Tausch. Numerical Exploitation of Equivariance. preprint . ZAMM 78, 12, (1998) pp. 795-806

  • J. Wang, J. Tausch and J. White. Improved Integral Formulations for Fast 3-D Method of Moment Solvers EPEP '98 West Point, NY, Oct 1998, pp. 273 -276. preprint

  • J. Tausch and J. White. Wavelet-like Bases for Integral Equations on Surfaces with Complex Geometry . ps.gz . in "Iterative Methods in Scientific Computation", Vol 4, IMACS Series in Computational and Applied Mathematics, J. Wang, M. B. Allen III, B. M. Chen and T. Mathew, eds. (1998).

  • J. Tausch and J. White. Second Kind Integral Formulations of the Capacitance Problem. preprint , preprint . Adv. Comput. Math. 9, 1 (1998) 217-232

  • J. Tausch and J. White. Boundary integral solution of Laplace's equation with highly varying coefficients. preprint . Notes on Numerical Fluid Mechanics, proceedings of the 13th GAMM Seminar, Kiel, Germany, Jan 97.

  • J. Tausch and J. White. Mesh Refinement Strategies for Capacitance Extraction Based on Residual Errors EPEP '96 Napa, CA, Oct 1996, pp. 236 -237.

  • J. Tausch and J. White. Multipole Accelerated Capacitance Calculation for Structures with Multiple Dielectrics with high Permitivity Ratios 33rd Design Automation Conference, 1996.

  • J. Tausch and J. White. Preconditioning First and Second Kind Integral Formulations of the Capacitance Problem Copper Mountain Conference of Iterative Methods, 1996.

  • K. Georg and J. Tausch. A generalized Fourier Transform for boundary element methods with symmetries. Preprint, Colorado State University (1994) preprint

  • J. Tausch. Equivariant preconditioners for boundary element methods. SIAM J. Sci. Comp. 17, 1, pp. 90-99 (1996)

  • J. Tausch. Perturbation analysis for some linear boundary integral operators. J. Integral Eqns and Appl., 7, 3, (1995)

  • K. Georg and J. Tausch. Some error estimates for the numerical approximation of surface integrals. Math. of Comp., 62, 206 (1994), pp. 755-763.

  • J. Tausch. A generalization of the discrete Fourier transformation, in Exploiting Symmetry in Applied and Numerical Analysis, E. L. Allgower, K. Georg, and R. Miranda, eds., vol. 29 of Lectures in Applied Mathematics, Providence, RI, 1993, American Mathematical Society, pp. 405-412.

  • C. I. Kiricuta, N. Warszawski, J. Tausch and V. Galimberti. Incomplete Axillary Dissection in Early Breast-Cancer and the Risk of Erroneous Staging. Oncology Reports 1, 3, pp. 661-666 (1994)

  • C. I. Kiricuta and J. Tausch. A mathematical model of axillary lymph node involvement based on 1446 complete axillary dissections in patients with breast cancer carcinoma. Cancer, 69 (1992), pp. 2496 - 2501.

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