How To Fix B2037 - The conversion matrix was inserted in system &1 with warnings.

B2037 - Overview

• Message type: E = Error

• Message class: B2 - ALE Basis tools messages

• Message number: 037

• Message text: The conversion matrix was inserted in system &1 with warnings.

How to fix this error?

Warnings have appeared regarding the data distributed into system &V1&.
For example, no model view &V2& was found in the system. Check the ALE
basic Customizing data and repeat the transport if necessary.
You can still start conversion of the ALE basic Customizing data using
transaction BDLST in system &V1&.

Procedure for System Administrators

The system issues an error message and will not allow you to continue with this transaction until the error is resolved.

Error message extract from SAP system. Copyright SAP SE.

Smart SAP Assistant

• What is the cause and solution for SAP error message B2037 - The conversion matrix was inserted in system &1 with warnings. ?

  The SAP error message B2037 indicates that a conversion matrix was inserted into the system, but there were warnings during the process. This typically relates to issues with data conversion, particularly in the context of currency conversion or unit of measure conversion.
  
  Cause:
  
  Data Inconsistencies: The conversion matrix may have inconsistencies or missing data that could lead to warnings during the insertion process.
  
  Configuration Issues: There may be configuration settings in the system that are not aligned with the data being inserted.
  Invalid Entries: The conversion matrix may contain invalid entries or formats that the system cannot process without warnings.
  Dependencies: There may be dependencies on other data or settings that are not met, leading to warnings.
  
  
  Solution:
  
  Review Warnings: Check the detailed warning messages that accompany the B2037 error. These messages can provide specific information about what went wrong during the insertion.
  Validate Data: Ensure that the data being inserted into the conversion matrix is complete and