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Forecasting

Forecasting. OPS 370. Forecasting. What to Forecast?. Demand for Individual Products & Services. Short Term (0-3 Months). Demand for Product & Service Families. Medium Term (3 Months – 2 Years). Total Sales, New Offerings. Long Term (>2 Years). How to Forecast?.

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Forecasting

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  1. Forecasting OPS 370

  2. Forecasting Forecasting - Chapter 4

  3. What to Forecast? Demand for Individual Products & Services Short Term (0-3 Months) Demand for Product & ServiceFamilies Medium Term (3 Months – 2 Years) Total Sales, New Offerings Long Term (>2 Years) Forecasting - Chapter 4

  4. How to Forecast? • Qualitative Methods • Based On Educated Opinion & Judgment (Subjective) • Particularly Useful When Lacking Numerical Data (Example: Design and Introduction Phases of a Product’s Life Cycle) • Quantitative Methods • Based On Data (Objective) Forecasting - Chapter 4

  5. Qualitative Methods • Executive Judgment • Sales Force Composite • Market Research/Survey • Delphi Method Forecasting - Chapter 4

  6. Quantitative Methods • Time Series & Regression • Time Series  Popular Forecasting Approach in Operations Management • Assumption: • “Patterns” That Occurred in the Past Will Continue to Occur In the Future • Patterns • Random Variation • Trend • Seasonality • Composite Forecasting - Chapter 4

  7. UK Airline Miles Thousandsof Miles

  8. Forecasting Steps Data Collection Collect Relevant/Reliable Data Be Aware of “Garbage-In, Garbage Out” Data Analysis Model Selection Monitoring Forecasting - Chapter 4

  9. Forecasting Steps Data Collection Plot the Data Identify Patterns Data Analysis Model Selection Monitoring Forecasting - Chapter 4

  10. Forecasting Steps Data Collection Choose Model Appropriate for Data Consider Complexity Trade-Offs Perform Forecast(s) Select Model Based on Performance Measure(s) Data Analysis Model Selection Monitoring Forecasting - Chapter 4

  11. Forecasting Steps Data Collection Track Forecast Performance (Conditions May and Often Do Change) Data Analysis Model Selection Monitoring Forecasting - Chapter 4

  12. Time Series Models • Short Term • Naïve • Simple Moving Average • Weighted Moving Average • Exponential Smoothing Forecasting - Chapter 4

  13. Forecasting Example • L&F Bakery has been forecasting by “gut feel.” They would like to use a formal (i.e.,quantitative) forecasting technique. Forecasting - Chapter 4

  14. Forecasting Methods • Naïve Forecasting - Chapter 4

  15. Forecasting Methods • Naïve (Excel) =C4 =C5 Forecasting - Chapter 4

  16. Forecasting Methods • Moving Average

  17. Forecasting Methods 30 Day Moving Average of AAPL Price

  18. Forecasting Methods • Moving Average (Excel) =AVERAGE(C4:C6) =AVERAGE(C5:C7)

  19. Forecasting Methods • Moving Average Example • Assume n = 2

  20. Forecasting Methods • Weighted Moving Average

  21. Forecasting Methods • Weighted Moving Average =$G$6*C6+$G$5*C5+$G$4*C4 =$G$6*C7+$G$5*C6+$G$4*C5

  22. Forecasting Methods • Weighted Moving Average Example • Assume n = 2, W1 = 0.7, W2 = 0.3

  23. Forecasting Methods • Exponential Smoothing

  24. Forecasting Methods • Exponential Smoothing

  25. Forecasting Methods • Exponential Smoothing (Excel) Initial forecast =D4+$G$4*(C4-D4) =D5+$G$4*(C5-D5)

  26. Forecasting Methods • Exponential Smoothing Example • Assume a= 0.4

  27. Forecasting Methods • How to Select Value of a? • Alpha determine importance of recent forecast results in new forecasts

  28. Determining Forecast Quality • How Well Did a Forecast Perform? • Determine Forecast Error Error = Actual Demand – Forecasted Demand Average Error 121.8

  29. Determining Forecast Quality • Why is Average Error a Deceiving Measure of Quality? • Better Measures: Mean Absolute Deviation Mean Squared Error Root Mean Squared Error

  30. Determining Forecast Quality Measure of Bias: Tracking Signal = Sum of Errors/MAD =731/131.8 = 5.55 *OK if between -4 and +4 MAD MSE

  31. Determining Forecast Quality For this MA(2) forecast. What is MAD, MSE, and TS?

  32. Linear Regression • <SKIP Section in Textbook on Exponential Smoothing with Linear Trend>

  33. Linear Trend Line • Given Data • Y = Values of Response Variable • X = Values of Independent Variable • Parameters to estimate • a = Y-intercept • b = slope • Use “least squares” regression equations to estimate a and b. • Or …

  34. Excel for Linear Regression Use SLOPE Function Use INTERCEPT Function

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