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1—10 of 120 matching pages
1: 9.9 Zeros
2: 32.5 Integral Equations
3: 9.11 Products
4: 9.19 Approximations
Martín et al. (1992) provides two simple formulas for approximating to graphical accuracy, one for , the other for .
Razaz and Schonfelder (1980) covers , , , . The Chebyshev coefficients are given to 30D.
Corless et al. (1992) describe a method of approximation based on subdividing into a triangular mesh, with values of , stored at the nodes. and are then computed from Taylor-series expansions centered at one of the nearest nodes. The Taylor coefficients are generated by recursion, starting from the stored values of , at the node. Similarly for , .
5: 9.20 Software
6: 9.1 Special Notation
7: 9.3 Graphics
8: 9.2 Differential Equation
9: 9.18 Tables
Zhang and Jin (1996, p. 337) tabulates , , , for to 8S and for to 9D.
Woodward and Woodward (1946) tabulates the real and imaginary parts of , , , for , . Precision is 4D.
Sherry (1959) tabulates , , , , ; 20S.
Zhang and Jin (1996, p. 339) tabulates , , , , , , , , ; 8D.