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Surnames of Swedish language origin. Pages in category "Swedish-language surnames" The following 200 pages are in this category, out of approximately 751 total. ...
Surnames are inherited from the parents in the order of "same as elder sibling, if any, specified by parents, or mother's last name," and given names must be chosen by the parents at birth. The calling name (Swedish: tilltalsnamn), by which the person is normally identified in conversation, is one of the given names but not necessarily the ...
The most common Danish family name surnames are patronymic and end in -sen; for example Rasmussen, originally meaning "son of Rasmus" (Rasmus' son).Descendants of Danish or Norwegian immigrants to the United States frequently have similar names ending in the suffix "-sen" or have changed the spelling to "-son".
Finland Swedish surnames (4 P) S. Swedish toponymic surnames (3 P) Pages in category "Surnames of Swedish origin" The following 60 pages are in this category, out of ...
Those Russian surnames that end with -ov/-ev or -in/-yn are originally patronymic or metronymic possessive adjectivals with the meaning 'son of' or 'daughter/wife of' (the feminine is formed with the -a ending – Smirnova, Ivanova, etc.).
Surnames of Swedish origin (2 C, 60 P) Pages in category "Surnames of Scandinavian origin" The following 71 pages are in this category, out of 71 total.
Peterson/Petersen [1] is a Scandinavian patronymic surname meaning "son of Peter." The given name Peter is derived from the Greek πέτρος (petros), meaning "rock" or "stone," and has been a popular name choice throughout history due to the Christian apostle Peter. The surname is most commonly found in European countries such as Sweden ...
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).
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