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Data and System Models |
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In AuguriTM, data models are used to organize document data into a set of independent and dependent variables for the purpose of approximating the behavior of some physical event. AuguriTM can organize the data whether you are required to estimate the state of a physical system under specific conditions, or predict future states of a time-evolving system.
Physical models, on the other hand, are viewed by AuguriTM as black boxes where the nature of the physical system is of no relevance, but the information that goes into the system and the information that comes out of the system is important instead. The system itself is left as an unknown function to be generalized.
In this context, AuguriTM equates inputs to a system as independent variables, black boxes as unknown functions, and the outputs of a system as the dependent variables. When specifying a data model, you are required to supply inputs and outputs, as opposed to independent and dependent variables.
Three classes of systems can be generalized in AuguriTM:
AuguriTM makes no particular distinction among systems you define. It does apply restrictions as to what can be inferred from a generalized model. Systems that depend on specific conditions are not possible to foretell in time, but can be approximated for a given set of conditions. Systems that solely depend on their past can be forecasted, at least theoretically, ad infinitum in time.
Current software limitations on the number of rows and columns that can be contained in a AuguriTM document worksheet (see Specifying Cell Ranges and Locations for a discussion of this subject), have confined the designation of variables to data arranged in columns. As such, any one system can be defined to a maximum of 8,192 variables, the maximum number of columns, with a maximum of 4,194,303 values for each variable, the maximum number of rows. Therefore, in AuguriTM systems, columns are regarded as variables, and rows as the snapshot of these variables in time.
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