queue {qmvs} | R Documentation |
Simulation of the queueing model of visual search
Description
queue
simulates the response and response time on a single trial
in an experiment using standard visual search paradigm.
Usage
queue(miat, mst, c, pr, L, misidd, misidt, arrival, serving, tposition,
old=FALSE)
Arguments
miat |
A positive number representing the scale parameter of the exponential distribution of interarrival times, i.e., the mean interarrival time. |
mst |
A positive number representing the scale parameter of the exponential distribution of service times, i.e., the mean service time. |
c |
A natural number representing the number of parallel servers of the system. |
pr |
Logical. If pr is |
L |
A natural number representing the number of stimuli that have been identified to terminate the queueing process. |
misidd |
Logical vector of length k.
Here, |
misidt |
Logical. Here,
|
arrival |
A vector of length set size. Elements must be exponentially distributed random numbers with rate 1. |
serving |
A vector of length set size. Elements must be exponentially distributed random numbers with rate 1. |
tposition |
A natural number representing the position of the target in the queue, in target present case less or equal to set size, in target absent case equal to set size +1. |
old |
Logical. If old is |
Value
A numeric vector of length 5 indicating the number of visual items processed, the mean processing time of a single item, the maximum of processing time of a single item, the system response time and the response.
Author(s)
Yiq Li, yiqi.li@web.de,https://www.xing.com/profile/Yiqi_Li3, Martin Schlather,martin.schlather@uni-mannheim.de,https://www.wim.uni-mannheim.de/schlather/
References
Li, Yiqi (2020) Visual search as a queueing process. Doctoral dissertation, University of Mannheim.
Moore C. M.,and Wolfe J. M. (2001) Getting beyond the serial/parallel debate in visual search: A hybrid approach. In Shapiro, K.L. The Limits of Attention: Temporal Constraints on Human Information Processing. Oxford University Press doi:10.1093/acprof:oso/9780198505150.003.0009
See Also
Examples
queue(miat = 30, mst = 200, c = 4, pr = TRUE, L = 12,
misidd = rep(0L, 12), misidt = 0, arrival = rexp(12),
serving = rexp(12), tposition = 7, old=FALSE)