2020
DOI: 10.1016/j.patcog.2020.107316
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Single image-based head pose estimation with spherical parametrization and 3D morphing

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Cited by 28 publications
(10 citation statements)
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“…Further, it would be interesting to explore the extension of the proposed framework to perform 3D pose estimation as part of our future research. In accordance with recent studies, 3D pose projection from 2D images can be achieved, either by employing geometric relationships between 2D keypoint positions and 3D human pose models [58], or by leveraging occlusion-robust pose-maps (ORPM) in combination with annotated 3D poses [3,31].…”
Section: Avenues For Further Researchsupporting
confidence: 53%
“…Further, it would be interesting to explore the extension of the proposed framework to perform 3D pose estimation as part of our future research. In accordance with recent studies, 3D pose projection from 2D images can be achieved, either by employing geometric relationships between 2D keypoint positions and 3D human pose models [58], or by leveraging occlusion-robust pose-maps (ORPM) in combination with annotated 3D poses [3,31].…”
Section: Avenues For Further Researchsupporting
confidence: 53%
“…All the above methods used the depth cue of the facial image. In recent work, Yuan et al [19] proposed a 3D morphing method with spherical parameterization which will deform an existing 3D facial model with the help of four non-coplanar 2D facial feature point along with all the three directions of yaw, pitch and roll.…”
Section: ) Learning From Geometrymentioning
confidence: 99%
“…In computer vision, the pose of an object refers to its position relative to the camera's position. To calculate the position information of the face in the 3D space, the feature points of the face are detected on the image in the 2D space, and the position information of these feature points is extracted; then get the head rotation matrix is got by matching the feature points of 2D face with those of the 3D face model, and finally the Euler angle of the head is calculated according to the rotation matrix; the aforementioned steps are a usual way to estimate head poses [ 53 – 57 ]. The attitude of an object relative to the camera can be represented by a rotation matrix and a translation matrix; the translation matrix (expressed by T in ( 3 )) is the spatial position relation matrix of the object relative to the camera, and the rotation matrix (expressed by R in ( 3 )) is the spatial attitude matrix of the object relative to the camera.…”
Section: Proposal and Design Of Our Approachmentioning
confidence: 99%