A Short Course in Interpolation (Classic Reprint) - Tapa blanda

Sinopsis

Master polynomial interpolation with clear methods and hands‑on tables.

Practical Interpolation offers a concise, accessible path to estimating values between data points using polynomial methods and difference tables. It introduces difference tables, symbolic operators, and a range of interpolation formulas, including Newton–Gauss, Newton–Stirling, Newton–Bessel, and central-difference approaches. The book also shows how these ideas extend to derivatives, integrals, and related applications, all illustrated without overpromising results.

Starting from the elementary idea of reading between the lines of a table, readers build skills to choose and apply the right tool for a given data set. The text emphasizes practical steps, checks, and meaningful boundaries for approximation, making the concepts usable in real calculations and problem solving.

• Form and use difference tables to interpolate between tabulated values.
• Learn and compare Newton–Gauss, Newton–Stirling, and Newton–Bessel formulas.
• Understand central-difference methods and their symmetry for mid-range interpolation.
• Apply interpolation to derivatives, integrals, and related numerical problems.

Ideal for students, engineers, and professionals who need reliable methods for estimating values between data points.

"Sinopsis" puede pertenecer a otra edición de este libro.