TY - JOUR
T1 - Novel scene generation, merging and stitching views using the 2D affine space
AU - Sengupta, Kuntal
AU - Ohya, Jun
PY - 1998/11/6
Y1 - 1998/11/6
N2 - In this paper we present a unified theoretical framework for novel scene synthesis, merging real and virtual worlds, and view stitching. To start with, we have a set of real images from weakly calibrated cameras, for which we compute the dense point match correspondences. For applications like novel view synthesis, one may first solve the 3D scene reconstruction problem, followed by a view rendering process. However, errors in 3D scene reconstruction usually gets reflected in the quality of the new scene generated, so we seek a more direct method. In this paper, we use the knowledge of dense point matches and their affine coordinate values to estimate the corresponding affine coordinate values in the new scene. Our technique of reprojection is extended for other applications like merging real and synthetic worlds, and view stitching.
AB - In this paper we present a unified theoretical framework for novel scene synthesis, merging real and virtual worlds, and view stitching. To start with, we have a set of real images from weakly calibrated cameras, for which we compute the dense point match correspondences. For applications like novel view synthesis, one may first solve the 3D scene reconstruction problem, followed by a view rendering process. However, errors in 3D scene reconstruction usually gets reflected in the quality of the new scene generated, so we seek a more direct method. In this paper, we use the knowledge of dense point matches and their affine coordinate values to estimate the corresponding affine coordinate values in the new scene. Our technique of reprojection is extended for other applications like merging real and synthetic worlds, and view stitching.
KW - Image based rendering
KW - Reprojection
KW - View generation
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M3 - Article
AN - SCOPUS:0032206518
SN - 0923-5965
VL - 14
SP - 39
EP - 53
JO - Signal Processing: Image Communication
JF - Signal Processing: Image Communication
IS - 1-2
ER -