transcendental function

The integral can then be expressed in terms of elementary transcendental functions.

Transcendental functions have a complicated method on determining the significance of the result.

The logarithm and the exponential function are examples of transcendental functions.

Currently there are programs that provide numerical solutions to the same problems, without using transcendental functions or infinite series.

Fermat does not do simplification of transcendental functions or symbolic integration.

Of these fifty equations, just six require 'new' transcendental functions for their solution.

As this was an exception handler, heavy use of the transcendental functions caused severe performance penalties.

The natural logarithm is a transcendental function, an entity beyond the class of algebraic functions.

A transcendental function is a function that is not algebraic.

The HP-35 was the first calculator with a full suite of trigonometric and transcendental functions.

Many of the constants known to be periods are also given by integrals of transcendental functions.

Evidently transcendental functions are necessary in integral calculus.

Can you integrate a transcendental function?"

It also computed transcendental functions such as exponential, logarithmic or trigonometric calculations.

Taylor series representations of transcendental functions are considered to be definitions of those functions.

However, because the equation involves I on both sides in a transcendental function the equation has no general analytical solution.

Because of this, transcendental functions can be an easy-to-spot source of dimensional errors.

A transcendental equation is an equation containing a transcendental function.

Finally, from the Mangbetu also comes a small, less aggrandizing piece, with paired figures and transcendental functions.

Belevitch used this machine to investigate transcendental functions.

Handbook of integral transforms of higher transcendental functions: theory and algorithmic tables.

The 5th unit is more complex and can additionally handle special transcendental functions such as sine and cosine.

In dimensional analysis, transcendental functions are notable because they make sense only when their argument is dimensionless (possibly after algebraic reduction).

Calculus of a Single Variable: Early Transcendental Functions (3rd edition).

A book on transcendental functions was written with Walter Franz, also a student of Sommerfeld.