cdfcompggplot2 |
Cumulative Density plot using the package ggplot2 |
ClosedJacksonNetwork |
Obtains the main characteristics of a Closed Jackson Network model |
ClosedNetwork |
Obtains the main characteristics of a Closed Network model by simulation |
combineSimulations |
Combines a list of independent simulations of a queueing model, computing the mean and variance of each characteristic of interest |
denscompggplot2 |
Density histogram Plot using the package ggplot2 |
fitData |
Computes the estimated parameters of the distributions for the input data |
FW |
Distribution function of the waiting time in the system |
FW.MarkovianModel |
Distribution function of the waiting time in the system |
FW.M_M_1 |
Distribution function of the waiting time in the system |
FW.M_M_1_INF_H |
Distribution function of the waiting time in the system |
FW.M_M_1_K |
Distribution function of the waiting time in the system |
FW.M_M_INF |
Distribution function of the waiting time in the system |
FW.M_M_S |
Distribution function of the waiting time in the system |
FW.M_M_S_INF_H |
Distribution function of the waiting time in the system |
FW.M_M_S_INF_H_Y |
Distribution function of the waiting time in the system |
FW.M_M_S_K |
Distribution function of the waiting time in the system |
FWq |
Distribution function of the waiting time in the queue |
FWq.MarkovianModel |
Distribution function of the waiting time in the queue |
FWq.M_M_1 |
Distribution function of the waiting time in the queue |
FWq.M_M_1_INF_H |
Distribution function of the waiting time in the queue |
FWq.M_M_1_K |
Distribution function of the waiting time in the queue |
FWq.M_M_INF |
Distribution function of the waiting time in the queue |
FWq.M_M_S |
Distribution function of the waiting time in the queue |
FWq.M_M_S_INF_H |
Distribution function of the waiting time in the queue |
FWq.M_M_S_INF_H_Y |
Distribution function of the waiting time in the queue |
FWq.M_M_S_K |
Distribution function of the waiting time in the queue |
goodnessFit |
Computes the p-value of the chi-square test and Kolmogorov-Smirnov test |
G_G_1 |
Obtains the main characteristics of a G/G/1 model by simulation |
G_G_1_INF_H |
Obtains the main characteristics of a G/G/1/Inf/H model by simulation |
G_G_1_K |
Obtains the main characteristics of a G/G/1/K model by simulation |
G_G_INF |
Obtains the main characteristics of a G/G/Inf model by simulation |
G_G_S |
Obtains the main characteristics of a G/G/s model by simulation |
G_G_S_INF_H |
Obtains the main characteristics of a G/G/S/Inf/H model by simulation |
G_G_S_INF_H_Y |
Obtains the main characteristics of a G/G/S/Inf/H with Y replacements model by simulation |
G_G_S_K |
Obtains the main characteristics of a G/G/s/K model by simulation |
MarkovianModel |
Defines a queueing model |
maxCustomers |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
maxCustomers.MarkovianModel |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
maxCustomers.M_M_1_INF_H |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
maxCustomers.M_M_1_K |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
maxCustomers.M_M_S_INF_H |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
maxCustomers.M_M_S_INF_H_Y |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
maxCustomers.M_M_S_K |
Returns the maximun value of n that satisfies the condition P<sub>n</sub> > 0 |
M_M_1 |
Obtains the main characteristics of a M/M/1 queueing model |
M_M_1_INF_H |
Obtains the main characteristics of a M/M/1/Inf/H queueing model |
M_M_1_K |
Obtains the main characteristics of a M/M/1/K queueing model |
M_M_INF |
Obtains the main characteristics of a M/M/Inf queueing model |
M_M_S |
Obtains the main characteristics of a M/M/s queueing model |
M_M_S_INF_H |
Obtains the main characteristics of a M/M/s/Inf/H queueing model |
M_M_S_INF_H_Y |
Obtains the main characteristics of a M/M/s/Inf/H with Y replacements queueing model |
M_M_S_K |
Obtains the main characteristics of a M/M/S/k queueing model |
no_distr |
Defines an empty object representing the inexistence of a distribution. |
OpenJacksonNetwork |
Obtains the main characteristics of an Open Jackson network model |
OpenNetwork |
Obtains the main characteristics of an Open Network model by simulation |
P0i |
Steady-state probability of 0 customers in the system on the node i of an Open Jackson Network. |
P0i.OpenJackson |
Steady-state probability of 0 customers in the system on the node i of an Open Jackson Network. |
Pi |
Steady-state probability of n customers at node i of a network. |
Pi.ClosedJackson |
Steady-state probability of n customers at node i of a network. |
Pi.SimulatedNetwork |
Steady-state probability of n customers at node i of a network. |
plot.list |
#Shows a plot of the evolution of a variable during the simulation # # |
plot.SimulatedModel |
#Shows a plot of the evolution of a variable during the simulation # # |
plot.SimulatedNetwork |
#Shows a plot of the evolution of a variable during the simulation # # |
Pn |
Steady-state probability of having n customers in the system |
Pn.ClosedJackson |
Steady-state probability of having n customers in the system |
Pn.MarkovianModel |
Steady-state probability of having n customers in the system |
Pn.M_M_1 |
Steady-state probability of having n customers in the system |
Pn.M_M_1_INF_H |
Steady-state probability of having n customers in the system |
Pn.M_M_1_K |
Steady-state probability of having n customers in the system |
Pn.M_M_INF |
Steady-state probability of having n customers in the system |
Pn.M_M_S |
Steady-state probability of having n customers in the system |
Pn.M_M_S_INF_H |
Steady-state probability of having n customers in the system |
Pn.M_M_S_INF_H_Y |
Steady-state probability of having n customers in the system |
Pn.M_M_S_K |
Steady-state probability of having n customers in the system |
Pn.OpenJackson |
Steady-state probability of having n customers in the system |
Pn.SimulatedModel |
Steady-state probability of having n customers in the system |
Qn |
Steady-state probability of finding n customers in the system when a new customer arrives |
Qn.MarkovianModel |
Steady-state probability of finding n customers in the system when a new customer arrives |
Qn.M_M_1_INF_H |
Steady-state probability of finding n customers in the system when a new customer arrives |
Qn.M_M_1_K |
Steady-state probability of finding n customers in the system when a new customer arrives |
Qn.M_M_S_INF_H |
Steady-state probability of finding n customers in the system when a new customer arrives |
Qn.M_M_S_INF_H_Y |
Steady-state probability of finding n customers in the system when a new customer arrives |
Qn.M_M_S_K |
Steady-state probability of finding n customers in the system when a new customer arrives |
qqcompggplot2 |
Q-Q Plot using the package ggplot2 |
summary.MarkovianModel |
Shows the main graphics of the parameters of a Markovian Model |
summaryFit |
Shows three plots:The histogram and theoretical densities, the empirical and theoretical CDF's and the Q-Q plot |