Applied Data Mining for Forecasting Using SAS. Tim Rey

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Applied Data Mining for Forecasting Using SAS - Tim Rey

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medium- to long-range forecasts in the NPV (net present value) process for evaluating new business opportunities. Business managers themselves rely heavily on short- and medium-term forecasts for their own businesses data but also need to know about the market. Since every penny saved goes straight to a company's bottom line, it behooves a company's purchasing organization to develop and support high-quality forecasts for raw material, logistics, materials and supplies, and service costs.

      Differentiating a planning process from a forecasting process is important. Companies do in fact need to have a plan to follow. Business leaders do in fact have to be responsible for the plan. But claiming that this plan is in fact a forecast can be disastrous. Plans are what we “feel we can do” while forecasts are mathematical estimates of what is most likely. These are not the same; but both should be maintained. In fact, the accuracy of both should be maintained over a long period of time. When reported to Wall Street, accuracy in the actual forecast is more important than precision. Being closer to the wrong number does not help.

      Given that so many groups within an organization have similar forecasting needs, why not move towards a “one number” framework for the whole company? If finance, strategy, marketing and sales, business ESOP, NBD, supply chain and purchasing are not using the same numbers, tremendous waste can result. This waste can take the form of rework or mismanagement if an organization is not totally aligned with the same numbers. Such cross-organizational alignment requires a more centralized approach that can deliver forecasts that are balanced with input from the business and financial planning parts of the corporation. Chase (2009) presents this corporate framework for centralized forecasting in his book called Demand Driven Forecasting.

      Over the last 15 years, there has been an explosion in the amount of time series-based data available to businesses. To name a few, Global Insights, Euromonitor, CMAI, Bloomberg, Nielsen, Moody's Economy.com, Economagic—not to mention government sources such as www.census.gov, www.statistics.gov.uk/statbase, www.statistics.gov.uk/hub/regional-statistics, IQSS database, research.stlouisfed.org, imf.org, stat.wto.org, www2.lib.udel.edu, and sunsite.berkeley.edu. All provide some sort of time series data—that is, data collected over time inclusive of a time stamp. Many of these services are available for a fee, but some are free. Global Insights (www.ihs.com) contains over 30,000,000 time series. It has been the authors' collective experience that this richness of available time series data is not the same worldwide.

      This wealth of additional time series information actually changes how a company should approach the time series forecasting problem in that new processes, methods, and technology are necessary to determine which of the potentially thousands of useful time series variables should be considered in the exogenous or multivariate in an X forecasting problem (Rey 2009). Business managers do not have the time to scan and plot all of these series for use in decision making. Statistical inference is a reduction process and data mining techniques used for forecasting can aid in the reduction process.

      In order to provide some structure to data concerning various product lines consumed in an economy, there has long been a code structure used to represent an economies market. Various government and private sources provide this data in a time series format. This code structure is called NAICS (North American Industry Classification System) in North America (www.census.gov/naics). Various sources provide historical data in this classification system, but some also produce forecasts (Global Insights). For global product histories, an international system was recently deployed (ICIS—International Code Industry System). This system is at a higher level than the NAICS codes. For reference, there are cross-walk tables between the two (www.naics.com/). Both of these systems, among others, provide potential Y variables for a corporation's market forecasting endeavors. In some cases, depending on the level of detail being considered, these same sources may even be considered Xs.

      Many of these sources offer databases for historical time series data but do not offer forecasts themselves. Other services, such as Global Insights and CMAI, do in fact offer forecasts. In both of these cases though, the forecasts are developed based on an econometric engine versus simply supplying individual forecasts. There are many advantages to having these forecasts and leveraging them for business gain. How to do so by leveraging both data mining and forecasting techniques will be discussed in the remainder of this book.

      A couple of important distinctions about time series models are important at this point. First, the one thing that differentiates time series data from transaction data is that the time series data contains a time stamp (day, month, year.) Second, time series data is actually related to “itself” over time. This is called serial correlation. If simple regression or correlation techniques are used to try and relate one time series variable to another, without regard to serial correlation, the business person can be misled. Therefore, rigorous statistical handling of this serial correlation is important. Third, there are two main classes of statistical forecasting approaches detailed in this book. First there are univariate forecasting approaches. In this case, only the variable to be forecast (the Y or dependent variable) is considered in the modeling exercise. Historical trends, cycles, and the seasonality of the Y itself are the only structures considered when building the univariate forecast model. In the second approach, where a multitude of time series data sources as well as the use of data mining techniques come in, various Xs or independent (exogenous) variables are used to help forecast the Y or dependent variable of interest. This approach is considered multivariate in the X or exogenous variable forecast model building. Building models for forecasting is all about finding mathematical relationships between Ys and Xs. Data mining techniques for forecasting become all but mandatory when 100s or even 1000s of Xs are considered in a particular forecasting problem.

      For reference purposes, short-range forecasts are defined as one to three years, medium-range forecasts are defined as three to five years, and long-term forecasts are defined as greater than five years. Generally, the authors agree that anything greater than 10 years should be considered a scenario rather than a forecast. More often than not, in business modeling, quarterly forecasts are being developed. Quarterly data is the frequency that the historical data is stored and forecast by the vast majority of external data service providers. High-frequency forecasting might also be of interest even in finance where data can be collected by the hour or minute.

      Thanks to new transaction system software, businesses are experiencing a new richness of internal data, but, as detailed above, they can also purchase services to gain access to other databases that reside outside the company. As mentioned earlier, when building forecasts using internal transaction Y data only, the forecasting problem is generally called a univariate forecasting model. Essentially, the transaction data history is used to define what was experienced in the past in the form of trends, cycles, and seasonality to then forecast the future. Though these forecasts are often very useful and can be quite accurate in the short run, there are two things that they cannot do as well as the multivariate in X forecasts: They cannot provide any information about the “drivers” of the forecasts. Business managers always want to know what variables drive the series they are trying to forecast. Univariate forecasts do not even consider these drivers. Secondly, when using these drivers, the multivariate in X or exogenous models can often forecast further in time,

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