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Complete Certainty Methods in Decision Making
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Complete Certainty Methods in Decision Making

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Questions and Answers

What branch of mathematics is useful for determining optimal values when functions such as inventory costs need to be maximized or minimized?

Calculus

Which mathematical technique is extensively used in making product mix decisions, minimizing transportation costs, and planning production schedules?

Mathematical programming

What type of probabilities are used in statistical analysis when dealing with risk and uncertainty situations?

Objective and subjective probabilities

What technique is useful in analyzing service systems by focusing on waiting-time length and mean waiting time?

<p>Queuing theory</p> Signup and view all the answers

Which mathematical logic provides deterministic solutions like break-even analysis and benefit-cost analysis?

<p>Algebra</p> Signup and view all the answers

What technique is used for forecasting demand by analyzing correlations and regression?

<p>Correlation and regression technique</p> Signup and view all the answers

What is the essence of simulation?

<p>Duplicating the essence of an activity</p> Signup and view all the answers

What are computer simulations valuable tools for?

<p>Analysis of investment outcomes, production processes, scheduling, and maintenance activities</p> Signup and view all the answers

What do heuristic methods involve?

<p>Set of rules</p> Signup and view all the answers

What do network analysis techniques include?

<p>Decision trees, CPM, PERT methods</p> Signup and view all the answers

What does utility theory allow decision-makers to incorporate into decision structures?

<p>Own experience and values</p> Signup and view all the answers

Under extreme uncertainty, what strategies can be used to make decisions?

<p>Game theory and coin flip</p> Signup and view all the answers

Study Notes

Complete Certainty Methods

  • All relevant information about decision variables and outcomes is known or assumed to be known under complete certainty conditions.
  • Algebra provides deterministic solutions, such as break-even analysis and benefit cost analysis, with valid assumptions.
  • Calculus is used to determine optimal values where functions need to be maximized or minimized.
  • Mathematical programming is applied to make product mix decisions, minimize transportation costs, plan and schedule production, and more.

Risk and Uncertainty Methods

  • Risk and uncertainty situations involve probabilistic information about decision variables or outcomes.
  • Statistical analysis techniques include: • Objective and subjective probabilities • Probability and probability distribution • Estimation and tests of hypothesis • Bayesian statistics • Decision theory • Correlation and regression for forecasting demand • Analysis of variance
  • Queuing theory analyzes queues in terms of waiting-time length and mean waiting time for service systems, maintenance, and shop floor control.
  • Simulation duplicates the essence of an activity and is useful for analyzing investment outcomes, production processes, scheduling, and maintenance.
  • Heuristic methods involve a set of rules to facilitate solutions for scheduling, layout, and distribution problems.
  • Network analysis techniques include: • Decision trees • CPM (Critical Path Method) • PERT (Program Evaluation and Review Technique)
  • Utility theory allows decision-makers to incorporate their own experience and values into a relatively formalized decision structure.

Extreme Uncertainty Methods

  • Under extreme uncertainty, no information is available to assess the likelihood of alternative outcomes.
  • Game theory helps decision-makers choose a course of action when there is no information about what conditions will prevail.
  • Coin flipping is sometimes used in situations where decision-makers are wholly indifferent.

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Description

Explore methods used under complete certainty conditions in decision making, where all relevant information about decision variables and outcomes is known or assumed to be known. Learn about the application of algebra and calculus to analyze certainty and uncertainty scenarios.

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