fractional power

I apply fractional power to my drive systems and advance through the doors.

To develop the concepts of integer, negative and fractional powers.

Imaginaries you would introduce using fractional powers of negative numbers.

This was especially helpful for calculations involving fractional powers and roots.

Roots An expression is shown that includes fractional powers.

Similarly, fractional powers such as are not permitted (but see Puiseux series).

If exact fractional powers of ten are desired, then a decimal format should be used.

The ship came down forwards, the macroscope housing leading, and nudged along on fractional power of the main engine.

Nothing at all but the hissing of a reactor plant at fractional power, a sound undetectable from more than two miles off.

Inverse functions, fractional powers, exp, log. Higher derivatives.

Fractions can be stored natively in a binary format by having each finger represent a fractional power of two: .

Currie, Words strongly avoiding fractional powers, Eur.

Other applications include the calculation of fractional iterates (or fractional powers) of a function.

His eyes went to the antique engine instruments, catching the slow rise in EGT and the fractional power loss off the left turbine.

We can also view the quantity as an estimate of the fractional power of the output that is not contributed by the input at a particular frequency.

In mathematics, an algebraic operation is any one of the operations addition, subtraction, multiplication, division, raising to an integer power, and taking roots (fractional power).

His theorem on the interpolation of complete continuity of such fractional power operators has been a basic tool in the theory of partial differential equations.

He also worked on fractional powers, and the notion of probability over infinite sequences, ideas which would not be further developed for the next three and five centuries, respectively.

Radicals and Fractional Exponents: The candidate is asked to show facility in the manipulation of roots and fractional powers of algebraic expressions.

Both AC and DC motors range in size from fractional power ratings to hundreds of kilowatts and are ideal for both new applications and retro-fit.

Mark Krasnosel'skii was the first to investigate the functional analytical properties of fractional powers of operators, at first for self-adjoint operators and then for more general situations.

Quite often algebraic functions can be expressed using a finite number of terms, involving only the algebraic operations addition, subtraction, multiplication, division, and raising to a fractional power:

Asymptotic Behavior Of The Spectrum Of Perturbed Fractional Powers Of Differential Operators.

This is due to the fact that the phase margin and the maximum overshoot are defined by one parameter only (the fractional power of ), and are independent of open-loop gain.

L.P.G. do Amaral, E.C. Marino, Canonical quantization of theories containing fractional powers of the d'Alembertian operator.