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More scientists now use C than any other programming language. This
book contains practical, computer-ready algorithms for many
standard methods of numerical mathematics. It describes the
principles of the various methods and provides support in choosing
the appropriate method for a given task. Topics given special
emphasis include converging methods for solving nonlinear
equations, methods for solving systems of linear equations for many
special matrix structures, and the Shepard method for
multidimensional interpolation. The CD contains C-programs for
almost all the algorithms given in the book and a compiler,
together with software for graphical printing.
This is a completely up-to-date compendium of Fortran algorithms
for numerical mathematics, including many sophisticated algorithms
which are not available elsewhere. All have been extensively
field-tested and cover methods for solving nonlinear equations, the
method of Laguerre for solving algebraic equations, conjugating
gradients for solving linear systems of equations, and the McKee
algorithm for solving special systems of symmetric equations. The
real, practical algorithms provided make the book indispensable for
applied scientists working in all areas of research. The CD
contains Fortran programs for the algorithms given in the text.
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