exponential


Also found in: Dictionary, Thesaurus, Acronyms, Wikipedia.

exponential

1. Maths (of a function, curve, series, or equation) of, containing, or involving one or more numbers or quantities raised to an exponent, esp ex
2. Maths raised to the power of e, the base of natural logarithms.
3. Maths an exponential function, etc.

exponential

[‚ek·spə′nen·chəl]
(mathematics)
For a bounded linear operator A on a Banach space, the sum of a series which is formally the exponential series in A.

exponential

(mathematics)
A function which raises some given constant (the "base") to the power of its argument. I.e.

f x = b^x

If no base is specified, e, the base of natural logarthims, is assumed.

exponential

(complexity)
References in periodicals archive ?
Exponential integrators rely on the fast evaluation of the matrix-vector product [[psi].
L] has been successfully used for extending results on trigonometric polynomials to entire functions of exponential type; see, e.
At our next session (beginning BRIDGES Year Two), in connection with an environmental study, one participant reported on student projects which involved analyzing and graphing exponential growth.
Reimagining libraries and learning for the Exponential Age calls for more than just scalable learning and unlearning; it calls for a new ontology, a new way of being.
Time series data of these crops were exposed to Holt, Brown and Damped Trend exponential smoothing methods, respectively.
In order to drive bias of exponential ratio type variance estimator (Eq.
What he said struck me as incredibly important for those credit union leaders who feel a stirring in their belly to explore exponential technologies but who may be operating in a culture too risk averse to put any real energy behind it.
If C has tensors that are stable under products then we say that the weak exponential [W.
Similar to [8], we further investigate the substantial influence of the three-type impulses for the exponential stability issue of stochastic neural networks of neutral-type with both Markovian jump parameters and mixed time delays.
Singh and Vishwakarma [15] suggested a generalized exponential estimator using single auxiliary variable, and Noor-ul-amin and Hanif [16] modified the exponential estimator for two auxiliary variables in two- phase sampling design.
But inevitably, the deal raises questions about how long exponential growth can continue.