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The Elementary Transcendental Functions

The American Mathematical Monthly, 1954
(1954). The Elementary Transcendental Functions. The American Mathematical Monthly: Vol. 61, No. 6, pp. 386-392.
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Visualizing transcendental functions

Computing in Science & Engineering, 2000
Scientists and engineers often need to compute mathematical functions that depend in a complicated way on their parameters. Such functions-especially those whose analytical properties researchers have studied extensively-are called transcendental functions or special functions. There are three important reasons for visualizing such functions: to better
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The Elementary Transcendental Functions

2020
The elementary transcendental functions, principally circular functions, the exponential function and logarithm, are defined by analysis.
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Neural network-based accelerators for transcendental function approximation

ACM Great Lakes Symposium on VLSI, 2014
Schuyler Eldridge   +3 more
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A Survey of Transcendentally Transcendental Functions

The American Mathematical Monthly, 1989
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Integration of Transcendental Functions

1997
Having developped the required machinery in the previous chapters, we can now describe the integration algorithm. In this chapter, we define formally the integration problem in an algebraic setting, prove the main theorem of symbolic integration (Liouville’s Theorem), and describe the main part of the integration algorithm.
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