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Causal Forecasting

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Causal Forecasting by Gordon Lloyd What will be covered? What is forecasting? Methods of forecasting What is Causal Forecasting? When is Causal Forecasting Used? – PowerPoint PPT presentation

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Title: Causal Forecasting


1
Causal Forecasting
  • by Gordon Lloyd

2
What will be covered?
  • What is forecasting?
  • Methods of forecasting
  • What is Causal Forecasting?
  • When is Causal Forecasting Used?
  • Methods of Causal Forecasting
  • Example of Causal Forecasting

3
What is Forecasting?
  • Forecasting is a process of estimating the
    unknown

4
Business Applications
  • Basis for most planning decisions
  • Scheduling
  • Inventory
  • Production
  • Facility Layout
  • Workforce
  • Distribution
  • Purchasing
  • Sales

5
Methods of Forecasting
  • Time Series Methods
  • Causal Forecasting Methods
  • Qualitative Methods

6
What is Causal Forecasting?
  • Causal forecasting methods are based on the
    relationship between the variable to be
    forecasted and an independent variable. 

7
When Is Causal Forecasting Used?
  • Know or believe something caused demand to act a
    certain way
  • Demand or sales patterns that vary drastically
    with planned or unplanned events

8
Types of Causal Forecasting
  • Regression
  • Econometric models
  • Input-Output Models

9
Regression Analysis Modeling
  • Pros
  • Increased accuracies
  • Reliability
  • Look at multiple factors of demand
  • Cons
  • Difficult to interpret
  • Complicated math

10
Linear RegressionLine Formula
  • y a bx
  • y the dependent variable
  • a the intercept
  • b the slope of the line
  • x the independent variable

11
Linear Regression Formulas
  • a Y bX
  • b ?xy nXY
  • ?x² - nX²
  • a intercept
  • b slope of the line
  • X ?x mean of x
  • n the x data
  • Y ?y mean of y
  • n the y data
  • n number of periods

12
Correlation
  • Measures the strength of the relationship between
    the dependent and independent variable

13
Correlation Coefficient Formula
  • r ______n?xy - ?x?y______
  • vn?x² - (?x)²n?y² - (?y)²
  • ______________________________________
  • r correlation coefficient
  • n number of periods
  • x the independent variable
  • y the dependent variable

14
Coefficient of Determination
  • Another measure of the relationship between the
    dependant and independent variable
  • Measures the percentage of variation in the
    dependent (y) variable that is attributed to the
    independent (x) variable
  • r r²

15
Example
  • Concrete Company
  • Forecasting Concrete Usage
  • How many yards will poured during the week
  • Forecasting Inventory
  • Cement
  • Aggregate
  • Additives
  • Forecasting Work Schedule

16
Example of Linear Regression
  • of Yards of
  • Week Housing starts Concrete
    Ordered
  • x y xy x² y²
  • 1 11 225 2475 121 50625
  • 2 15 250 3750 225 62500
  • 3 22 336 7392 484 112896
  • 4 19 310 5890 361 96100
  • 5 17 325 5525 289 105625
  • 6 26 463 12038 676 214369
  • 7 18 249 4482 324 62001
  • 8 18 267 4806 324 71289
  • 9 29 379 10991 841 143641
  • 10 16 300 4800 256 90000
  • Total 191 3104 62149
    3901 1009046

17
Example of Linear Regression
  • X 191/10 19.10
  • Y 3104/10 310.40
  • b ?xy nxy (62149) (10)(19.10)(310.40)
  • ?x² -nx² (3901) (10)(19.10)²
  • b 11.3191
  • a Y - bX 310.40 11.3191(19.10)
  • a 94.2052

18
Example of Linear Regression
  • Regression Equation
  • y a bx
  • y 94.2052 11.3191(x)
  • Concrete ordered for 25 new housing starts
  • y 94.2052 11.3191(25)
  • y 377 yards

19
Correlation Coefficient Formula
  • r ______n?xy - ?x?y______
  • vn?x² - (?x)²n?y² - (?y)²
  • ______________________________________
  • r correlation coefficient
  • n number of periods
  • x the independent variable
  • y the dependent variable

20
Correlation Coefficient
  • r ______n?xy - ?x?y______
  • vn?x² - (?x)²n?y² - (?y)²
  • r 10(62149) (191)(3104)
  • v10(3901)-(3901)²10(1009046)-(1009046)²
  • r .8433

21
Coefficient of Determination
  • r .8433
  • r² (.8433)²
  • r² .7111

22
Excel Regression Example
23
Excel Regression Example
24
Excel Regression Example
25
Compare Excel to Manual Regression
  • Manual Results
  • a 94.2052
  • b 11.3191
  • y 94.2052 11.3191(25)
  • y 377
  • Excel Results
  • a 94.2052
  • b 11.3191
  • y 94.2052 11.3191(25)
  • y 377

26
Excel Correlation and Coefficient of Determination
27
Compare Excel to Manual Regression
  • Manual Results
  • r .8344
  • r² .7111
  • Excel Results
  • r .8344
  • r² .7111

28
Conclusion
  • Causal forecasting is accurate and efficient
  • When strong correlation exists the model is very
    effective
  • No forecasting method is 100 effective

29
Reading List
  • Lapide, Larry, New Developments in Business
    Forecasting, Journal of Business Forecasting
    Methods Systems, Summer 99, Vol. 18, Issue 2
  • http//morris.wharton.upenn.edu/forecast,
    Principles of Forecasting, A Handbook for
    Researchers and Practitioners, Edited by J. Scott
    Armstrong, University of Pennsylvania
  • www.uoguelph.ca/dsparlin/forecast.htm,
  • Forecasting
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