Definition of Exponentially

1. Adverb. In an exponential manner. "Inflation is growing exponentially"

Partainyms: Exponential

Definition of Exponentially

1. Adverb. (mathematics sciences) In an exponential manner. ¹

2. Adverb. (proscribed) rapidly, greatly ¹

¹ Source:

Definition of Exponentially

1. [adv]

Exponentially Pictures

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Lexicographical Neighbors of Exponentially

exponential curve
exponential decay
exponential distribution
exponential distributions
exponential equation
exponential equations
exponential expression
exponential function
exponential functions
exponential growth
exponential growths
exponential object
exponential return
exponential series
export credit
export duty
export subsidies
export subsidy

Literary usage of Exponentially

Below you will find example usage of this term as found in modern and/or classical literature:

1. The First Nonlinear System of Differential And Integral Calculus by Michael Grossman (2006)
"Thus, the exponential function that best-fits f exponentially is the exponential function *-closest to f; and that exponential function contains the ..."

2. Dynamics & Stochastics: Festschrift in Honour of M.S. Keane by Dee Denteneer, F. den Hollander, M. S. Keane, Evgeny Verbitskiy (2006)
"Lind ([16]) went on in that direction to prove that ergodic automorphisms of compact abelian groups are exponentially recurrent, and that was a step forward ..."

3. Radioactive Transformations by , Ernest Rutherford (1906)
"If it is found possible to isolate an active product from the mixture of A and B which decays exponentially, falling off to half value in 55 minutes, ..."

4. Analysis of Censored Data: Proceedings of the Workshop on Analysis of by Hira L. Koul, J. V. Deshpande, Institute of Mathematical Statistics (1995)
"The unique independent model (Xi,X2) for this observed data joint distribution makes Xi and X^ exponentially distributed with respective failure rates pi0 ..."

5. Game Theory, Optimal Stopping, Probability and Statistics: Papers in Honor by F. Thomas Bruss, (, Thomas Shelburne Ferguson, Lucien Marie Le Cam (2000)
"Jobs arrive according to a Poisson process with rate A and the processing time of any job is exponentially distributed with rate p,. ..."

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