Class is held every Tuesday & Thursday at 2:10 pm.
The course has covered the following topics:
- Interarrivals, service time, number of servers, system capacity,
size of calling population: A/B/c/N/K
- Probability Distributions:
- Bernoulli trials
- Binomial
- Normal
- Poisson
- Continuous vs. discrete
- Exponential
- Poisson approximation to binomial
- Poisson relationship to exponential
- M/M/1 queuing structures
- Balance, steady-state, or equilibrium equations
- Markov chains
- State transition diagrams
- Non-stationary vs. stationary
- Asymptotic Behavior
- First passage of time and recurrence time
- Periodic and aperiodic
- Ergodic and absorbing states
- Reachable
- Irreducible
- Equilibrium (Stationary) State Probability Vectors
- Fuzzy Systems
- Entropy, E(A) = M(A fuzzy-intersect Ac)/
M(A fuzzy-union Ac)
- S - subsethood
- Fuzzy Approximation Theorem (FAT)
- Fuzzy Associative Memory (FAM)
- Defuzzification
- Regression Analysis
- Evolutionary Computing