Family tree Weijerman » Peter de Courtenay (± 1218-± 1250)

Personal data Peter de Courtenay 


Household of Peter de Courtenay

He is married to Petronella de Joigny.

They got married about 1240.


Child(ren):

  1. Amicia de Courtenay  1250-1275 

  • The couple has common ancestors.
  • Do you have supplementary information, corrections or questions with regards to Peter de Courtenay?
    The author of this publication would love to hear from you!


    Timeline Peter de Courtenay

      This functionality is only available in Javascript supporting browsers.
    Click on the names for more info. Symbols used: grootouders grandparents   ouders parents   broers-zussen brothers/sisters   kinderen children

Ancestors (and descendant) of Peter de Courtenay

Robert de Courtenay
± 1164-± 1239
Mathilda de Mehun
± 1190-± 1246

Peter de Courtenay
± 1218-± 1250

± 1240

Petronella de Joigny
± 1225-± 1260


    Show complete ancestor table

    With Quick Search you can search by name, first name followed by a last name. You type in a few letters (at least 3) and a list of personal names within this publication will immediately appear. The more characters you enter the more specific the results. Click on a person's name to go to that person's page.

    • You can enter text in lowercase or uppercase.
    • If you are not sure about the first name or exact spelling, you can use an asterisk (*). Example: "*ornelis de b*r" finds both "cornelis de boer" and "kornelis de buur".
    • It is not possible to enter charachters outside the standard alphabet (so no diacritic characters like ö and é).



    Visualize another relationship

    The data shown has no sources.

    About the surname De Courtenay


    The Family tree Weijerman publication was prepared by .contact the author
    When copying data from this family tree, please include a reference to the origin:
    Weijerman, "Family tree Weijerman", database, Genealogy Online (https://www.genealogieonline.nl/stamboom-weijerman/I7875.php : accessed February 3, 2026), "Peter de Courtenay (± 1218-± 1250)".