The Mathematical-Function Computation Handbook

1. Introduction
Nelson H. F. Beebe

2. Iterative solutions and other tools
Nelson H. F. Beebe

3. Polynomial approximations
Nelson H. F. Beebe

4. Implementation issues
Nelson H. F. Beebe

5. The floating-point environment
Nelson H. F. Beebe

6. Converting floating-point values to integers
Nelson H. F. Beebe

7. Random numbers
Nelson H. F. Beebe

8. Roots
Nelson H. F. Beebe

9. Argument reduction
Nelson H. F. Beebe

10. Exponential and logarithm
Nelson H. F. Beebe

11. Trigonometric functions
Nelson H. F. Beebe

12. Hyperbolic functions
Nelson H. F. Beebe

13. Pair-precision arithmetic
Nelson H. F. Beebe

14. Power function
Nelson H. F. Beebe

15. Complex arithmetic primitives
Nelson H. F. Beebe

16. Quadratic equations
Nelson H. F. Beebe

17. Elementary functions in complex arithmetic
Nelson H. F. Beebe

18. The Greek functions: gamma, psi, and zeta
Nelson H. F. Beebe

19. Error and probability functions
Nelson H. F. Beebe

20. Elliptic integral functions
Nelson H. F. Beebe

21. Bessel functions
Nelson H. F. Beebe

22. Testing the library
Nelson H. F. Beebe

23. Pair-precision elementary functions
Nelson H. F. Beebe

24. Accuracy of the Cody/Waite algorithms
Nelson H. F. Beebe

25. Improving upon the Cody/Waite algorithms
Nelson H. F. Beebe

26. Floating-point output
Nelson H. F. Beebe

27. Floating-point input
Nelson H. F. Beebe

Keywords: Computer Science, Mathematics of Computing, Mathematical and Computational Engineering, Numerical and Computational Physics, Simulation, Computer Applications in Chemistry, Numerical Analysis