Definition of Threshold function

1. Noun. A function that takes the value 1 if a specified function of the arguments exceeds a given threshold and 0 otherwise.


Lexicographical Neighbors of Threshold Function

thresherman
threshermen
threshers
threshes
threshhold
threshholds
threshing
threshing-floor
threshing floor
threshing floors
threshing machine
threshold
threshold body
threshold differential
threshold element
threshold function (current term)
threshold gate
threshold level
threshold limit value
threshold of consciousness
threshold of island of Reil
threshold of nose
threshold operation
threshold percussion
threshold shift
threshold stimulus
threshold substance
threshold trait
thresholded
thresholding

Literary usage of Threshold function

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

1. Game Theory, Optimal Stopping, Probability and Statistics: Papers in Honor by Thomas Shelburne Ferguson, F. Thomas Bruss, Lucien Marie Le Cam (2000)
"Let T be a policy with a threshold function satisfying (10) Theorem 2 Policy ... Because the threshold function is smooth, the law of large numbers implies ..."

2. Monitoring Bird Populations by Point Counts edited by C. John Ralph, John R. Sauer, Sam Droege (1998)
"bird song detectability does not follow a clear threshold function. We found a gradual decline in our ability to detect vocalizations as we moved farmer ..."

3. Fission Gas Behaviour in Water Reactor Fuels by OECD Nuclear Energy Agency (2002)
"... process is a threshold function of fuel burn-up and temperature. The temperature threshold of the process is caused by annealing of the irradiating ..."

4. Contemporary Psychology by Guido Villa (1903)
"sequently, can take place even beneath the threshold function. of consciousness, which becomes a phenomenon of purely secondary importance. ..."

5. Change-Point Problems by Edward G. Carlstein, Hans-Georg Müller, David Siegmund (1994)
"COROLLARY 3: Let Ap(-) be the threshold function of the problem 5(c,p, TT, x), and assume that Ap(-) -*p^o AO(-) for some function AQ(-). ..."

6. Profiting from Chaos: Using Chaos Theory for Market Timing, Stock Selection by Tonis Vaga (1994)
"... than this simple nonlinear model. nonlinear threshold function (ie, the weighted inputs are either enough to trigger an output or not). ..."

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