1 Table of Contents: “..., John Noye -- Finite difference techniques for partial differential equations / John Noye -- The galerk...”

2 Table of Contents: “...6.2 Focal Arcs of Differential Equations6.3 Two Examples; 6.4 An Approximation Theory of Focal...”

3 Table of Contents: “...Fundamental definitions and equations -- Runge-Kutta and allied single-step methods -- Stability...”

4 Table of Contents: “...Front Cover; Introduction to the Theory and Application of Differential Equations with Deviating...”

5 Table of Contents: “.... Second-Order Variation Problems; 6.1 The Euler-Lagrange Equations; 6.2 Invariance Criteria for Single...”

6 Table of Contents: “.... Kraichnan -- Padé approximants and linear integral equations / J.S.R. Chisholm -- Series of derivatives...”

7 “... of mathematics with computing. Some of this unease has a philosophical texture. For example, those who equate...”

8 Table of Contents: “..., deduction and heuristics / E.W. Beth -- Basis for mathematical theory of computation / John McCarthy...”

9 Table of Contents: “..., deduction and heuristics / E.W. Beth -- Basis for mathematical theory of computation / John McCarthy...”

10 Table of Contents: “... of theory and experimental design in multivariate analysis and mathematical modeling / John Hetherington...”

11 Table of Contents: “.... Numerical Differentiation. Effect of Errors. Solution of Algebraic Equations of One Variable: Introduction...”

12 Table of Contents: “... of the stored energy function; 4.9. John Ball's polyconvex stored energy functions; 4.10. Examples of Ogden...”

13 Table of Contents: “...On representations of distance functions in the plane / John McGowan and Horacio Porta -- Spectral...”

14 Table of Contents: “... and the Resolvent -- 9.6 Unbounded Self-adjoint Operators -- 9.7 The Solution of an Evolution Equation -- Problems...”

15 “... of equations and graphs. A table of contents of the CD is given at the end of this book."--Page xiii...”

16 Table of Contents: “... equations / V.V. Filippov -- The interplay between compact spaces and the Banach spaces of their continuous...”