The calculus of finite differences is here treated thoroughly and
clearly by one of the leading American experts in the field of numerical
analysis and computation. The theory is carefully developed and applied
to illustrative examples, and each chapter is followed by a set of
helpful exercises. The book is especially designed for the use of
actuarial students, statisticians, applied mathematicians, and any
scientists forced to seek numerical solutions. It presupposes only a
knowledge of algebra, analytic geometry, trigonometry, and elementary
calculus. The object is definitely practical, for while numerical
calculus is based on the concepts of pure mathematics, it is recognized
that the worker must produce a numerical result.
Originally published in 1949.
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