Forecasting Flashcards

1
Q

Forecast

A

A statement about the future value of a variable of interest, such as demand.

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2
Q

Common Features of Forecasts

A

Assumes same causal system.
Rarely perferct because of randomness
More accurate for groups vs. individuals
Accuracy decreases as time horizon increases.

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3
Q

Forecasting Approaches

A

Qualitative Methods

Quantitative Methods

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4
Q

Qualitative Methods

A

Used when situation is vague and little data exist.
Invovles intuition, experience.
Judgmental Forecasts
Delphi Method

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5
Q

Quantitative Methods

A

Used when situation is ‘stable’ and historical data exists.
Involves mathematical techniques
Time series forecasts and Associative models

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6
Q

Time Series

A

Time-ordered sequence of observations taken at regular internvals over a period of time.

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7
Q

Time Series Assumption:

A

Future will be like the past.

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8
Q

Time Series Behaviors

A
Trend
Seasonality
Cycle
Irregular Variations
Random Variations
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9
Q

Types of Time Series Methods

A
Naive Method
Moving Average
Weighted Moving Average
Exponential Smoothing
Trend
Exponential Smoothing With Trend
Seasonality
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10
Q

Exponential Smoothing

A

Current Forecast = Previous forecast + a(Previous Actual - Previous Forecast)
The most recent observations might have the highest predicitive value.
More smooth as alpha is increased.

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11
Q

Picking a Smoothing Constant a

A

Using judgement or trial and error
Balancing smoothness and responsiveness
Low a when stable
High a when susceptible to change

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12
Q

Techniques for Trend

A

Linear Trend

Nonlinear Trend

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13
Q

Seasonality

A

Holidays, Weather, Manufacturing year, Fashion year, academic year, sports year
Expressed as variation from average or trend line.

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14
Q

Models of Seasonality

A

Additive Model

Multiplication Model

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15
Q

Additive Model

A

Seasonality factor is expressed as a quantity. Simply add or subtract from the series average.

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16
Q

Multiplicative Model

A

Seasonality is expressed as a percentage of the average amount

17
Q

Seasonal Relative

A

Amount by which overall average is multiplied to generate forecast for this season.

18
Q

Deseasonalize

A

Historical observations to get nonseasonal components.

19
Q

Associative Forecasting

A

Rely on identification of related variable that can be used to predict of the variable of interest.

20
Q

Associative Techniques

A

Predictor Variables

Regression

21
Q

Predictor Variable

A

Used to predict values of variable interest

22
Q

Regression

A

Technique for fitting a line to a set of points.

23
Q

Choosing a Forecasting Technique

A

Cost and Accuracy
Short-Term Techniques
Long-Term Techniques

24
Q

Short-Term Techniques

A

Moving Average

Exponential Smoothing

25
Long-Term Techniques
Trend | Delphi
26
Good indicator of Economy
Sales of Semiconductors
27
Error:
Difference between the actual value and the value that was predicted for a given period.
28
Types of Measures of Forecast Accuracy:
Mean Absolute Deviation (MAD) Mean Square Error (MSE) Mean Absolute Percentage Error (MAPE)
29
To find the Seasonal Relative
Find Length Find the average for the length If odd, use middle number & divide by average. Take the seasonal relatives for the time asked for and average them.
30
Which term most clearly relate to associative forecasing techniques:
Predictor Variables
31
A simple moving average assigns equal weight to each data point that is represented by the average.
True
32
Removing the seasonal component from a data series (deseasonalizing) can be accomplished by dividing each data point by its appropriate seasonal relative.
True
33
Accuracy in forecasting can be measured by
MSE MAPE MAD
34
In trend-adjusted exponential smoothing, the trend adjusted forecast consists of:
An exponentially smoothed forecast and a smoothed trend factor.