Status as of 11February2006
Model	Release Implemented	Status	Comments
---Probability Calculators---
Poisson Calculator	Alpha1	Complete
Erlang Calculator	Alpha1	Complete
Mixed Exponential Calculator	Alpha1	Complete
---Statistical Tools---
Exponential and Erlang Distribution Estimation	Beta1	Complete
---Markov Chain Solvers---
Discrete-Time Markov Chain	Beta1	Complete
Discrete-Time Markov Chain (Transient Analysis)	Future Release
Continuous-Time Markov Chain	Beta1	Complete
Finite Birth-Death Model	Beta2	Complete
Infinite Birth-Death Model	Beta2	Complete
Delay Analysis for Sample Single-Server Queue	Future Release
---Single-Server Models---
M/M/1: Poisson Arrivals to a Single Exponential Server	Alpha1	Complete
Transient M/M/1: Poisson Arrivals to a Single Exponential Server	Future Release	On Hold	Issues with numerical results. Problem appears to be caused by values returned by the Calc function Besseli(x,n) for x>30. Problem reported to OOo, see bug issue #43040.
M/M/1/K: Poisson Arrivals to a Space-Limited Single Exponential Server	Alpha1	Complete
M/M/1 with Balking, Poisson Arrivals and a Single Exponential Server	Alpha2	Complete
Markov Single-Server, Finite-Source Queue without Spares	Beta1	Complete
Markov Single-Server, Finite-Source Queue with Spares	Beta2	Complete
Simple Markov Queue with State-Dependent Service	Beta2	Complete
General State-Dependent Birth-Death Queue	Beta2	Complete
M/G/1: Markovian Arrivals to a Single General Service Queue	Beta2	Complete
M/G/1: Sensitivity Analysis to Coefficient of Variation	Beta2	Complete
M/D/1: Poisson Arrivals to a Single Deterministic Server	Beta2	Complete
M/E(k)/1: Poisson Arrivals to a Single Erlang Server	R0.5	Complete	Waiting for Ej/Ek/1 model to be able to produce Wq(t) plot; not able to call specific procedure in another workbook.
M/H/1: Poisson Arrivals to a Single Hyperexponential Server	R0.5	Complete
D/M/1: Constant Input to Single Exponential Server	Alpha3	Complete
E(j)/M/1: Erlang(j) Input to Single Exponential Server	Alpha3	Complete
H/M/1: Hyperexponential Input, Single Exponential Server	Alpha3	Complete
G/M/1: General Input to Single Exponential Server	Alpha3	Complete
E(j)/E(k)/1: Erlang(j) Input to Single Erlang(k) Server	R0.7	Complete	Issues with numerical results. Problem due to instability found in the Calc MINVERSE() function. See OOo bug report #50154 for details. MINVERSE() function fixed in OOo 2.0.1
G/G/1: Approximation Model	R0.7	Complete
---Multiple-Server Models---
M/M/c: Poisson Arrivals to Multiple Exponential Servers	Alpha1	Complete
M/M/c/K: Multiple-Servers/Limited Capacity	Alpha1	Complete
M/G/c/c: Pure Overflow Model	Alpha1	Complete
Optimal Number of Servers for an M/G/c/c	R0.5	Complete
M/M/infinity: Poisson Input and Unlimited Exponential Service	R0.5	Complete
M/G/infinity: Poisson Input, Unlimited Number General Servers	R0.5	Complete
Markov Multi-Server, Finite-Source Queue without Spares	R0.5	Complete
Markov Multi-Server, Finite-Source Queue with Spares	R0.5	Complete
M/E(k)/c: Multi-Server Poisson-Erlang(k) Queue	R0.7	Complete
M/D/c: Poisson Input to Multiple Deterministic Servers	R0.7	Complete
D/M/c: Constant Input, Multiple Exponential Servers	Alpha3	Complete
E(j)/M/c: Erlang(j) Input, Multiple Exponential Servers	Alpha3	Complete
H/M/c: Hyperexponential Input, Multiple Exponential Servers	Alpha3	Complete
G/M/c: General Arrival with Multiple Exponential Servers	Alpha3	Complete
Bounds for the General Multi-Server G/G/c	Future Release
General Approximation for the G/G/c	Future Release
Optimal Number of Servers for an G/G/c	Future Release
---Bulk Models---
M^[K]/M/1: Unlimited Capcity, Fixed-size Bulk-Input Poisson Queue	Alpha2	Complete
E(j)^[K]/M/1: Batch Erlang(j) Input to Single Exponential Server	R0.5	Complete
M^[X]/M/1: Unlimited Capacity, Bulk-Input Poisson Queue	R0.5	Complete
M^[X]/M/c: Unlimited Capacity, Bulk-Input Multi-server Poisson Queue	Future Release
M/M^[K]/1: Type 1, Single-Server, Bulk-Service Markovian Model	Future Release
M/M^[K]/1: Type 2, Single-Server, Bulk-Service Markovian Model	Future Release
---Priority Models---
Single-Server Markovian Queue with 2 Priority Classes	Alpha2	Complete
2 Priority Single-Server Markov Model w/ 2 Service Rates	Beta1	Complete
Single-Server Markov Model w/ up to 5 Priority Classes	Beta1	Complete
Multi-Server Markov Model w/ up to 5 Priority Classes	R0.5	Complete
Five Priority Single-Server, Markov Model w/ up to 5 Service Rates	R0.5	Complete
Multi-class, Single Server Markov Model	Future Release
Multi-Server Markovian Queue With 2 Priority Classes	Future Release
Single-Server, Markov Preemptive Model with 2 Classes	Future Release
Single-Server, Markov Preemptive Model with 5 Classes	Future Release
---Network Models---
M/M/c Queues in Series	Future Release
Open Jackson Network Model	Alpha2	Complete	Validate user interface functions re: Cell protection & add joint probability computations.
Two Class Open Jackson Network Model	Future Release
Closed Jackson Networks: Buzen Alogorithm	Alpha3	Complete	Neet to validate Cell Protection
Closed Jackson Networks: MVA Alogorithm	Future Release
---Simulation Models---
G/G/1: Simulator	R0.6	Complete
G/G/c: Simulator	R0.6	Complete
Single Node Simulator	Future Release