In algebraic geometry, a Weddle surface, introduced by Thomas Weddle (1850, footnote on page 69), is a quartic surface in 3-dimensional projective space, given by the locus of vertices of the family of cones passing through 6 points in general position.

Weddle surfaces have 6 nodes and are birational to Kummer surfaces.

• Bolognesi, Michele (2010), Surfaces de Weddle et leurs espaces de Modules: Fonctions thêta, fibrés vectoriels et géométrie des variétés Jacobiennes des courbes, Editions universitaires europeennes, ISBN 978-6131546761
• Hudson, R. W. H. T. (1990), Kummer's quartic surface, Cambridge Mathematical Library, Cambridge University Press, ISBN 978-0-521-39790-2, MR 1097176
• Moore, Walter L. (1928), "On the Geometry of the Weddle Surface", Annals of Mathematics, Second Series, 30 (1), Annals of Mathematics: 492–498, doi:10.2307/1968298, ISSN 0003-486X, JSTOR 1968298, MR 1502899
• Weddle, Thomas (1850), "On the theorems in space analogous to those of Pascal and Brianchon in a plane.– Part II", Cambridge and Dublin mathematical journal, 5: 58–69