Contents:

• Prediction Theory:
• Approach of N Levinson, Dynamic Programming Approach, Comparison
• Invariant Imbedding And Identification Of Aquifer Parameters:
• Quasi-linearization, Invariant Imbedding, Comparison between the Two Methods
• Information And Decision In Optimal Inventory Processes:
• Principle of Balance, Inventory Systems Design, Numerical Example
• Optimal Inventory Processes With A Delay Delivery:
• Stability Theorems, Analytic Consideration, Simulation
• Optimal Capacity Expansion Of The System:
• Deterministic Model, Probabilistic Model, Constrained Water Pricing
• Optimal Pumping Policies For Ground Water:
• Conjunctive Surface and Ground Water, An Empirical Application, Turnpike Horizons
• Stochastic Control Processes And Management Science:
• Mathematical Formulation, Fuzzy Control Processes, Applications, Numerical Example
• Fuzzy Control Processes:
• Mathematical Model, Existence and Uniqueness Theorem, Optimal Policy, Numerical Example
• Adaptive Control Processes:
• Optimal Policy for Some Non-stationary Stochastic Control Processes, Optimal Policy for an Adaptive Control Process
• Stochastic Bang-Bang Control Processes:
• Mathematical Model, Optimal Policy
• Control Chart And Stochastic Control Processes:
• Statistical Quality Control Processes
• Mathematical Formulation, Optimal Control of Linear Systems, Problem on Quality Control in a Food Company
• The Stochastic Bang-Bang Control:
• Minimization of Membership Function, Optimal Policy, Combined Use of Runs
• Economic Criterion and Probabilistic Criterion:
• Problem Definition, Results