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forecasting
developed through data analysis and judgement, estimates future demand
demand planning
combines statistical forecasting techniques and judgement to construct demand estimates for products or services
demand
need for a particular product or component
independent demand
demand for an item unrelated to the demand for other items
ex) finished product, spare part, service part
dependent demand
demand for an item directly related to other items or finished products
ex) component, material
short-term forecasting
less than 3 months, used mainly for tactical decisions
medium-term forecasting
3months-2yrs , used to develop a strategy over the next 6-18months
long-term forecasting
used to detect general trends and identify major turning points
forecasting error
goal of forecasting and D.P. is to minimize forecast error, hope for consistently accurate as possible
qualitative forecasting
opinion and intuition
quantitative forecasting
math models and historical data
jury of exec opinion Qual. FC. model
management + execs panel create estimates
delphi method
same as jury of exec opinion but each person’s input collected separately so no outside influence
historical analogy
identify a sales history comparable to a present situation
customer survey
directly approached and asked for opinions about particular product
time-series
based on assumption that future is an extension of the past
most frequently used
cause and effect
assumes that 1 or more factors (independent variables) predict future demand
2 models: simple linear regression + multiple linear regression
naive forecast
last period’s actuals are used as this period’s forecast without adjustment
moving average
as time progresses and each month becomes actual, the oldest month is dropped and the newest month is added
weighted moving average
puts more weight on recent data and less on past data through a weighing factor
exponential smoothing
requires 3 parts: last period’s actual demand, previous period’s forecast, and a smoothing factor
linear trend forecast
best-fit line across demand data of an entire time series
simple linear regression
relationship between a single independent variable and a dependent variable (demand) by fitting a linear equation to observed data
multiple linear regression
between 2 or more independent variables
bullwhip effect
small shifts in end-consumer demand cause progressively larger fluctuations in demand forecasts as you move further up the supply chain