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
Q

Long-Term Techniques

A

Trend

Delphi

26
Q

Good indicator of Economy

A

Sales of Semiconductors

27
Q

Error:

A

Difference between the actual value and the value that was predicted for a given period.

28
Q

Types of Measures of Forecast Accuracy:

A

Mean Absolute Deviation (MAD)
Mean Square Error (MSE)
Mean Absolute Percentage Error (MAPE)

29
Q

To find the Seasonal Relative

A

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
Q

Which term most clearly relate to associative forecasing techniques:

A

Predictor Variables

31
Q

A simple moving average assigns equal weight to each data point that is represented by the average.

A

True

32
Q

Removing the seasonal component from a data series (deseasonalizing) can be accomplished by dividing each data point by its appropriate seasonal relative.

A

True

33
Q

Accuracy in forecasting can be measured by

A

MSE
MAPE
MAD

34
Q

In trend-adjusted exponential smoothing, the trend adjusted forecast consists of:

A

An exponentially smoothed forecast and a smoothed trend factor.