EN                      Expectation of number of arriving claims
                        depending on i and j
ENU                     Expectation of number of arriving claims
MET                     Mean idle time if initial state i
MST                     Mean empty time sojourn time in the initial
                        state i during the empty period
PrTr                    Probability to have state j in the ending of
                        the idle period, if initially we have state i
b                       Service continuous density distribution
densityOfSojournTimeAtState_i
                        The density of the sojourn time in state i with
                        probability that
finalStateProbability   Probability of the final state
flowIntensityMean       The mean intensity of the arrived flow
h                       Density of empty time for initial state i
                        jointly with probability of final state j
loadCoefficient         Load coefficient
meanSojournTimeWithFSP
                        Mean sojourn time in the initial state i
                        jointly with final probability of state j
meanSoujournTime        Mean sojourn time in the initial state i
                        (without final probability of state j)
meanTimeEmptyFixed      Mean time of empty period in fixed state i
meanTimeOfBusyPeriodETW
                        Mean time of busy period
meanTimeOfBusyPeriodEW
                        Mean time of busy period multiplied by load
                        coefficient
meanTimeOfEmptyPeriod   Mean time of empty period given the stationary
                        probability
not_i                   Helper "not i" function
p0                      The stationary probabilities of the environment
                        state 0
p1                      The stationary probabilities of the environment
                        state 1
pi                      Stationary probabilities for continuous time
                        environment's state
probabilitiesMatrix     Probability matrix calculation. Rows represent
                        arriving probabilities at state i and columns
                        represent the same for state j
probabilityOfNArrival   Probability of n arrival during time t jointly
                        with final state j if initial state is i
probabilityOfNArrivalW
                        Probability of n arrival during time t (without
                        joint probability of j)
resultingMatrix         Resulting probabilities matrix calculation
serviceDistribution     Service distribution function
stationaryProbabilities
                        Stationary probability function
stationaryProbabilitiesOfEmptyStates
                        Stationary probabilities of the empty states in
                        continuous time model
stationaryProbabilities_cached
                        Stationary probability caching function
