--- title: "How do you apply RFM within RetailVista?" slug: "how-do-you-apply-rfm-within-retailvista" description: "How do you apply RFM within RetailVista?" tags: ["klanten", "Money", "QA846", "Frequency", "omzet", "RFM", "Loyalty", "score", "Recency", "Loyal", "check-images"] updated: 2026-05-25T11:22:17Z published: 2026-05-25T11:22:17Z canonical: "docs.retailvista.net/how-do-you-apply-rfm-within-retailvista" --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.retailvista.net/llms.txt > Use this file to discover all available pages before exploring further. # How do you apply RFM within RetailVista? <span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span<span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span<span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span> RFM stands for Recency, Frequency, Money and is a globally accepted method for calculating which segments customers fall into. In the standard RFM setup, customers are divided into 5 segments, ranging from customers you need to 'cherish' the most, to customers you have already lost. The following shows the RFM model: ![](data:image/png;base64,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) The RFM analysis helps you find answers to the following questions: - Who are your best customers? - Which of your customers can contribute to your churn rate? - Who has the potential to become a valuable customer? - Which of your customers can be retained? - Which of your customers are most likely to respond to engagement campaigns? In relationship maintenance, the calculated RFM segment is visible for each customer. RFM segments can be linked to all known promotional systems of RetailVista. This has been made possible by assigning RFM segments to discount agreements. In the various relationship exports, filtering can now also be done based on RFM segment, and the assigned RFM segment is also exported as a column. Make sure you have/obtain the following license: 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) Based on the RFM model, you can set up the segments within RetailVista. Enter the search term "RFM Segments" in the quick navigation on the left side of the screen to access the screen where RFM segments can be created. The following image shows an example of what this looks like: ![](https://cdn.document360.io/9cfe1b80-9c32-4b2a-9328-1df667cdd950/Images/Documentation/image-1779708018902.png?sv=2026-02-06&spr=https&st=2026-11-10T07%3A38%3A34Z&se=2026-11-10T08%3A38%3A34Z&sr=c&sp=r&sig=CCkjcSlomoG35FYbmUQOx1LDXeZya9vydL8xyzvp%2FzI%3D) The example below shows an example of segment 1 "Sleeping customers": ![](https://cdn.document360.io/9cfe1b80-9c32-4b2a-9328-1df667cdd950/Images/Documentation/image-1779708060822.png?sv=2026-02-06&spr=https&st=2026-11-10T07%3A38%3A34Z&se=2026-11-10T08%3A38%3A34Z&sr=c&sp=r&sig=CCkjcSlomoG35FYbmUQOx1LDXeZya9vydL8xyzvp%2FzI%3D) ## Settings for RFM In the setting "RfmCalculationPeriodMonths", specify the number of months over which the calculation should take place. In the setting "RfmSegmentChangeDelayDays", indicate how many days can be waited before a user can be switched from segment. ![](https://cdn.document360.io/9cfe1b80-9c32-4b2a-9328-1df667cdd950/Images/Documentation/image-1779708097256.png?sv=2026-02-06&spr=https&st=2026-11-10T07%3A38%3A34Z&se=2026-11-10T08%3A38%3A34Z&sr=c&sp=r&sig=CCkjcSlomoG35FYbmUQOx1LDXeZya9vydL8xyzvp%2FzI%3D) A task must also be created for the calculation of RFM.