M. Feistauer is Professor of Mathematics for Approximate and Numerical Methods at Charles University in Prague , Czech Republic. He is a member of the editorial boards for the following journals: Applications of Mathematics, Journal of Numerical Mathematics, Visualization in Science and Computation, Journal of Mathematical Fluid Mechanics and Journal of the Finite Volume Method.J. Felcman is Associate Professor for Approximate and Numerical Methods at Charles University in Prague, Czech Republic.I. Straskraba is a research scientist at the Mathematical Institute of the Academy of Sciences in Prague, Czech Republic, and is a member of the editorial board for the Journal of Mathematical Fluid Mechanics.

... provides a very comprehensive coverage of mathematical and numerical aspects pertinent to compressible flow simulation. It would certainly be of interest to numerical analysts and computational fluid dynamics (CFD) practitioners alike.

• FUNDAMENTAL CONCEPTS AND EQUATIONS; BASIC FACTS FROM THE THEORY OF THE EULER AND NAVIER-STOKES EQUATIONS; FINITE DIFFERENCE AND FINITE VOLUME METHODS FOR NON-LINEAR HYPERBOLIC SYSTEMS AND THE EULER EQUATIONS; FINITE ELEMENT SOLUTION OF COMPRESSIBLE FLOW

M. Feistauer is Professor of Mathematics for Approximate and Numerical Methods at Charles University in Prague , Czech Republic. He is a member of the editorial boards for the following journals: Applications of Mathematics, Journal of Numerical Mathematics, Visualization in Science and Computation, Journal of Mathematical Fluid Mechanics and Journal of the Finite Volume Method.J. Felcman is Associate Professor for Approximate and Numerical Methods at Charles University in Prague, Czech Republic.I. Straskraba is a research scientist at the Mathematical Institute of the Academy of Sciences in Prague, Czech Republic, and is a member of the editorial board for the Journal of Mathematical Fluid Mechanics.

... provides a very comprehensive coverage of mathematical and numerical aspects pertinent to compressible flow simulation. It would certainly be of interest to numerical analysts and computational fluid dynamics (CFD) practitioners alike.

• FUNDAMENTAL CONCEPTS AND EQUATIONS; BASIC FACTS FROM THE THEORY OF THE EULER AND NAVIER-STOKES EQUATIONS; FINITE DIFFERENCE AND FINITE VOLUME METHODS FOR NON-LINEAR HYPERBOLIC SYSTEMS AND THE EULER EQUATIONS; FINITE ELEMENT SOLUTION OF COMPRESSIBLE FLOW

M. Feistauer is Professor of Mathematics for Approximate and Numerical Methods at Charles University in Prague , Czech Republic. He is a member of the editorial boards for the following journals: Applications of Mathematics, Journal of Numerical Mathematics, Visualization in Science and Computation, Journal of Mathematical Fluid Mechanics and Journal of the Finite Volume Method.J. Felcman is Associate Professor for Approximate and Numerical Methods at Charles University in Prague, Czech Republic.I. Straskraba is a research scientist at the Mathematical Institute of the Academy of Sciences in Prague, Czech Republic, and is a member of the editorial board for the Journal of Mathematical Fluid Mechanics.

... provides a very comprehensive coverage of mathematical and numerical aspects pertinent to compressible flow simulation. It would certainly be of interest to numerical analysts and computational fluid dynamics (CFD) practitioners alike.

• FUNDAMENTAL CONCEPTS AND EQUATIONS; BASIC FACTS FROM THE THEORY OF THE EULER AND NAVIER-STOKES EQUATIONS; FINITE DIFFERENCE AND FINITE VOLUME METHODS FOR NON-LINEAR HYPERBOLIC SYSTEMS AND THE EULER EQUATIONS; FINITE ELEMENT SOLUTION OF COMPRESSIBLE FLOW