• 1. Numerical weather prediction M. Cullen; 2. Molecular dynamics B. Leimkuhler; 3. Hyperbolic conservation laws K.W. Morton and T. Sonar; 4. Gibbs phenomenon and its avoidance in computing PDEs E. Tadmor; 5. Computational special functions N. Temme; 6. R functions in geometric approximation V. Shapiro.

Review of the hardback: '…Acta Numerica is an invaluable reference to recent developments in Applied Mathematics.' Mathematics Today

• 1. Numerical weather prediction M. Cullen; 2. Molecular dynamics B. Leimkuhler; 3. Hyperbolic conservation laws K.W. Morton and T. Sonar; 4. Gibbs phenomenon and its avoidance in computing PDEs E. Tadmor; 5. Computational special functions N. Temme; 6. R functions in geometric approximation V. Shapiro.

Review of the hardback: '…Acta Numerica is an invaluable reference to recent developments in Applied Mathematics.' Mathematics Today

• 1. Numerical weather prediction M. Cullen; 2. Molecular dynamics B. Leimkuhler; 3. Hyperbolic conservation laws K.W. Morton and T. Sonar; 4. Gibbs phenomenon and its avoidance in computing PDEs E. Tadmor; 5. Computational special functions N. Temme; 6. R functions in geometric approximation V. Shapiro.

Review of the hardback: '…Acta Numerica is an invaluable reference to recent developments in Applied Mathematics.' Mathematics Today