Message type: E = Error
Message class: RSAN_RT - Messages for Runtime Analysis
Message number: 318
Message text: Regression Equation: x0 = a0 + a1*x1 + a2*x2 + a3*x3 + ...
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RSAN_RT318
- Regression Equation: x0 = a0 + a1*x1 + a2*x2 + a3*x3 + ... ?The SAP error message RSAN_RT318 typically relates to issues encountered during the execution of regression analysis in SAP BW (Business Warehouse) or SAP Analytics. This error message indicates that there is a problem with the regression equation being processed, which is usually represented in the form of: [ x_0 = a_0 + a_1 \cdot x_1 + a_2 \cdot x_2 + a_3 \cdot x_3 + \ldots ] Causes of RSAN_RT318 Error Data Quality Issues: The data being used for regression analysis may contain missing values, outliers, or incorrect data types that can lead to errors in the regression calculation. Insufficient Data: There may not be enough data points to perform a reliable regression analysis. Regression analysis typically requires a minimum number of observations to produce valid results. Model Specification Errors: The regression model may be incorrectly specified, such as including too many independent variables or not including necessary ones. Multicollinearity: High correlation between independent variables can lead
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RSAN_RT317
Mean values
Self-Explanatory Message Since SAP believes that this specific error message is 'self-explanatory,' no more information has been given.The majority of...
RSAN_RT316
Too few data records:No. of regression coefficients < no. of data records
Self-Explanatory Message Since SAP believes that this specific error message is 'self-explanatory,' no more information has been given.The majority of...
RSAN_RT319
Standardized (normed), bivariate correlation coefficients
What causes this issue? The bivariate correlation coefficients are standardized so that the total of the bivariate correlation coefficients xj-x0 is ...
RSAN_RT320
Norming and F test not possible. Standard error of x0 = 0
Self-Explanatory Message Since SAP believes that this specific error message is 'self-explanatory,' no more information has been given.The majority of...
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