Bernd Fischer is a Professor at the University of Lübeck. His research interests range from the solution of large linear systems of equations, the design and numerical treatment of dynamical systems arising in medical applications, to mathematical aspects of digital image processing with an emphasis on medical image registration problems.

• Preface to the Classics EditionPrefaceChapter 1- IntroductionChapter 2- Orthogonal PolynomialsChapter 3- Chebyshev and Optimal PolynomialsChapter 4- Orthogonal Polynomials and Krylov SubspacesChapter 5- Estimating the Spectrum and the Distribution FunctionChapter 6- Parameter Free MethodsChapter 7- Parameter Dependent MethodsChapter 8- The Stokes ProblemChapter 9- Approximating the A-NormBibliographyNotationIndex.

Bernd Fischer is a Professor at the University of Lübeck. His research interests range from the solution of large linear systems of equations, the design and numerical treatment of dynamical systems arising in medical applications, to mathematical aspects of digital image processing with an emphasis on medical image registration problems.

• Preface to the Classics EditionPrefaceChapter 1- IntroductionChapter 2- Orthogonal PolynomialsChapter 3- Chebyshev and Optimal PolynomialsChapter 4- Orthogonal Polynomials and Krylov SubspacesChapter 5- Estimating the Spectrum and the Distribution FunctionChapter 6- Parameter Free MethodsChapter 7- Parameter Dependent MethodsChapter 8- The Stokes ProblemChapter 9- Approximating the A-NormBibliographyNotationIndex.

Bernd Fischer is a Professor at the University of Lübeck. His research interests range from the solution of large linear systems of equations, the design and numerical treatment of dynamical systems arising in medical applications, to mathematical aspects of digital image processing with an emphasis on medical image registration problems.

• Preface to the Classics EditionPrefaceChapter 1- IntroductionChapter 2- Orthogonal PolynomialsChapter 3- Chebyshev and Optimal PolynomialsChapter 4- Orthogonal Polynomials and Krylov SubspacesChapter 5- Estimating the Spectrum and the Distribution FunctionChapter 6- Parameter Free MethodsChapter 7- Parameter Dependent MethodsChapter 8- The Stokes ProblemChapter 9- Approximating the A-NormBibliographyNotationIndex.