12.1 Learn How to Apply Qualitative Methods To Business Flashcards
Combination of mathematical equations, formulas, models, and statistics with computer programs
Decision Sciences
a measure of dispersion in the data. This measure is the average of the absolute values of all the forecast errors
Mean absolute deviation (MAD)
measures the average distance from each number to the mean. We need to square each deviation and then take the average of all the squared deviations.
Variance
square root of the variance
Standard deviation
Assuming normal distribution, what percent of the data will be within one standard deviation of the mean?
68%, 34 on either side
Assuming normal distribution, what percent of the data will be within two standard deviation of the mean?
95%
Assuming normal distribution, what percent of the data will be within three standard deviation of the mean?
99%
Tells us whether the dispersion is large or small relative to the average. It is computed by dividing the standard deviation by the mean.
coefficient of variation
measures the average of the sum of the squared differences between the actual time series data and the forecasted data
Mean squared error (MSE)
assigns probabilities based on the assumption that experimental outcomes are equally likely.
Classical Method of Assigning Probability
assigns probabilities based on experimentation or historical data.
Relative Frequency Method of Assigning Probability
assigns probabilities based on the judgment of the person assigning the probabilities.
Subjective Method of Assigning Probability
expression that defines the quantity to be maximized or minimized in a linear programming model.
Objective Function
an equation or inequality that rules out certain combinations of decision variables as feasible solutions.
Constraint
Controllable input for a linear programming model.
Decision Variable
a technique for solving multicriteria decision problems by relaxing the assumption of a single objective
Goal Programming
concerned with shipping goods from a variety of origins to a variety of destinations with the goal of minimizing route miles, shipping costs, and delivery delays
Transportation Model
an extension of the transportation model to product distribution problems involving transfer points and possible shipments between any pair of nodes
Transshipment Model
a network flow problem that often involves the assignment of agents to tasks; it can be formulated as a linear program and is a special case of the transportation model.
Assignment Model
Order Quantity that minimizes the total cost (e.g., order costs and holding costs)
economic order quantity (EOQ)
reorder point (RP) Calculation
Reorder Point = Lead-Time × Usage Rate or RP = LT × UR