Jacob's ladder surface
= Jacob's ladder surface
{wiki=Jacob's_ladder_surface}
Jacob's ladder surface is a mathematical concept that arises in the study of differential geometry and algebraic geometry. Specifically, it refers to a certain type of surface defined as the image of a parameterization involving two parameters that both vary. Usually, the Jacob's ladder is associated with the family of surfaces that exhibit a repetitive pattern or structure resembling a ladder's rungs.