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Transcendental Functions

2021
Abstract “Transcendental Functions” examines logarithmic, exponential, inverse trig, and hyperbolic functions, among others. The traditional definition of the natural logarithm as a definite integral is used. Several sections of fairly standard material follow, with the exception that limits of these functions are computed using ...
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On transcendental functions

Resonance, 2001
Functions like loge x, e x , e z and loge z are defined and studied systematically. It is observed thate z is the only complex analytic extension of the real analytic functione x .
P Thathabai Nowroji, M Muniasamy
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Higher Transcendental Functions

Nature, 1955
Higher Transcendental Functions Based, in part, on notes left by the late Prof. Harry Bateman, and compiled by the Staff of the Bateman Project. Vol. 1. Pp. xxvi + 302. 52s. Vol. 2. Pp. xvii + 396. 60s. (London: McGraw-Hill Publishing Company, Ltd., 1953.)
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The K5 transcendental functions

Proceedings of the 12th Symposium on Computer Arithmetic, 2002
This paper describes the development of the transcendental instructions for the K5, AMD's recently completed x86 compatible superscalar microprocessor. A multi-level development cycle, with testing between levels, facilitated the early detection of errors and limited their effect on the design schedule.
T. Lynch   +4 more
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Elementary Transcendental Functions

2006
In this chapter, we shall use the theory of Riemann integration developed in Chapter 6 to introduce some classical functions.
Sudhir R. Ghorpade, Balmohan V. Limaye
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Transcendental functions

2008
This chapter takes a closer look at transcendental functions that are used for the mathematical description of physical phenomena. It describes trigonometric functions, which are important in the physical sciences for the description of periodic motion, including circular motion and wave motion, as well as in the description of systems with periodic ...
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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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Elementary Transcendental Functions

1991
In this chapter the classical transcendental functions, already treated by Euler in his Introductio [E], will be discussed. At the center stands the exponential function, which is determined (§1) both by its differential equation and its addition theorem.
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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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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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