On the epipolar geometry with two coincident projection planes and two coincident epipoles at infinity
Georgi Hristov Georgiev, Vencislav Dakov Radulov · AIP conference proceedings · 2014
The epipolar geometry describes relationships between two 2D images of 3D objects. This branch of real projective geometry has many applications in Photogrammetry and Computer Vision. The paper presents a special epipolar geometry whose baseline is parallel to the common image plane. The properties of the fundamental matrix are obtained in the considered case. Several possible applications for building facade reconstructions are discussed.