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The common names Schmidt and Schmitz lead in the central German-speaking and eastern Low German-speaking areas. Meyer is particularly common in the Low German-speaking regions, especially in Lower Saxony (where it is more common than Müller). Bauer leads in eastern Upper German-speaking Bavaria. Rarer names tend to accumulate in the north and ...
Pages in category "German-language surnames" The following 200 pages are in this category, out of approximately 4,624 total. This list may not reflect recent changes .
This Wikipedia category page contains a list of surnames originating from Germanic languages.
The Vorname is usually gender-specific. A name is usually cited in the "Western order" of "given name, surname". The most common exceptions are alphabetized list of surnames, e.g. "Bach, Johann Sebastian", as well as some official documents and spoken southern German dialects.
Most of the names on this list are typical examples of surnames that were adopted when modern surnames were introduced in the late 19th and early 20th centuries. In the romantic spirit, they refer to natural features: virta 'river', koski 'rapids', mäki 'hill', järvi 'lake', saari 'island' — often with the suffix -nen added after the model ...
Pages in category "Surnames of German origin" The following 200 pages are in this category, out of approximately 593 total. This list may not reflect recent changes .
This List of Bavarian noble families contains all 338 Bavarian aristocratic families named in 1605 by Siebmacher as well as further additions. The list is an alphabetical overview of Bavarian nobility. It contains information about name variants, ancestry, extent and well-known personalities of the line.
For ease of use, the [i] in front of the last name, and the ending _ve, were dropped. If the last name ends in [a], then removing the [j] would give the name of the patriarch or the place, as in, Grudaj - j = Gruda (place in MM). Otherwise, removing the whole ending [aj] yields the name of founder or place of origin, as in Lekaj - aj = Lek(ë).