---
title: "Importierte Werte im Konnektor-Mapping transformieren"
description: "Konfigurieren Sie Transformationen im Mapping, um aus Konnektoren importierte Werte zu normalisieren."
url: https://support.signitic.com/de/articles/9561119-importierte-werte-im-konnektor-mapping-transformieren
collection: "Konnektoren"
updated: 2026-11-11
language: de
alternates: [fr, en, it, pt]
---

# Importierte Werte im Konnektor-Mapping transformieren

Konfigurieren Sie Transformationen im Mapping, um aus Konnektoren importierte Werte zu normalisieren.

> **Info:** Mapping-Transformatoren ermoeglichen es, einen Wert aus einem Konnektor vor dem Import in Signitic zu veraendern.

## Wann Sie diese Funktion nutzen

Nutzen Sie diese Option, wenn Daten aus dem Quellverzeichnis nicht im gewuenschten Format fuer Ihre Signaturen vorliegen, zum Beispiel um eine Abteilung in Grossbuchstaben umzuwandeln oder einen Wert zu ersetzen.

Die Transformation gilt nur in Signitic. Sie aendert keine Daten in Google Workspace, Microsoft 365 oder einem anderen Konnektor.

## Transformation konfigurieren

1\. Oeffnen Sie **Einstellungen > Konnektoren**. 2. Waehlen Sie einen Konnektor mit dem Tab **Mapping**. 3. Oeffnen Sie den Tab **Mapping**. 4. Waehlen Sie beim betroffenen Attribut **Wert importieren und transformieren**. 5. Klicken Sie auf **Transformation bearbeiten**.

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)

## Verfuegbare Transformationen

Zwei Transformationen sind verfuegbar:

-   **Gross-/Kleinschreibung aendern**, um den Wert in Klein- oder Grossbuchstaben umzuwandeln.
    
-   **Wert ersetzen**, um eine bestimmte Zeichenfolge durch eine andere zu ersetzen.
    

Mehrere Transformationen koennen auf denselben Wert angewendet werden. Sie laufen in der Reihenfolge, die in der Maske angezeigt wird.

## Ergebnis pruefen

Die Maske zeigt vor dem Speichern ein Beispielergebnis. Nutzen Sie diese Vorschau, um das erwartete Format zu kontrollieren.

## FAQ

Gilt die Transformation nur fuer einen Benutzer?

Nein. Sie gilt fuer das Mapping des Konnektors und damit fuer alle ueber dieses Mapping importierten Benutzer.

Warum sehe ich die Transformationsoption nicht?

Pruefen Sie, ob der Konnektor einen **Mapping**\-Tab besitzt.

Warum wird mein Wert nicht transformiert?

Pruefen Sie, ob die Zeile auf **Wert importieren und transformieren** gesetzt ist und ob die Transformation angewendet wurde.