A simplified concentric mosaics system with non-uniformly distributed pre-captured images

被引:0
|
作者
Sun, XY [1 ]
Dubois, E [1 ]
机构
[1] Univ Ottawa, SITE, Ottawa, ON, Canada
来源
VISUAL COMMUNICATIONS AND IMAGE PROCESSING 2005, PTS 1-4 | 2005年 / 5960卷
关键词
image-based rendering; concentric mosaics;
D O I
10.1117/12.632659
中图分类号
TB8 [摄影技术];
学科分类号
0804 ;
摘要
In this paper, a simplified implementation of the Concentric Mosaics image-based rendering technique is proposed. The greatest difficulty for an ordinary user in obtaining the pre-captured images for use in the Concentric Mosaics technique is the precise control of the rotation of a long beam. In the proposed Simplified Concentric Mosaics technique, the camera positions where the pre-captured images will be taken are not precisely controlled, but are estimated from the pre-captured images. We use a stereo technique for estimation of camera positions in this special scenario instead of using the traditional camera pose estimation methods of computer vision. The estimation errors have been analyzed and a closed-loop constraint is used to achieve better rotation angle estimation. In addition, a ratio fitting technique is proposed to select good matching features in the special tri-view matching detection scenario, which subsequently improves rotation angle estimation. Another contribution of the paper is a pre-processing step to eliminate or reduce the possible vertical offsets and other distortions in the pre-captured images, which are caused by any possible motions of the camera that deviate from the ideal one. In a column-based view synthesis technique like the proposed method and the conventional Concentric Mosaics technique, these vertical offsets and distortions in the pre-captured images will lower the quality of the synthesized images. Thus our pre-processing can be applied on both the proposed method and the ordinary Concentric Mosaics technique. The pre-captured image data structures of both Concentric Mosaics and the proposed method have been illustrated and the comparison has been made. The proposed technique has a similar data structure and thus a similar rendering algorithm as the conventional Concentric Mosaics technique. As a result, it meets our objective that an ordinary user can obtain the Concentric Mosaics type image data and plug it into a common Concentric Mosaics rendering framework. Simulation results show that the proposed method can achieve good rendering results.
引用
收藏
页码:1255 / 1266
页数:12
相关论文
共 50 条
  • [1] Interpolation on non-uniformly distributed nodes
    de Bruin, MG
    NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS, 2001, 47 (03) : 1931 - 1940
  • [2] An infinite perfect-secrecy system with non-uniformly distributed keys
    Tian, Chuanjun
    Chen, Guanrong
    JOURNAL OF INFORMATION SECURITY AND APPLICATIONS, 2022, 68
  • [3] On Random Flights with Non-uniformly Distributed Directions
    Alessandro De Gregorio
    Journal of Statistical Physics, 2012, 147 : 382 - 411
  • [4] On Random Flights with Non-uniformly Distributed Directions
    De Gregorio, Alessandro
    JOURNAL OF STATISTICAL PHYSICS, 2012, 147 (02) : 382 - 411
  • [5] A description of cloud production by non-uniformly distributed processes
    Bushell, AC
    Wilson, DR
    Gregory, D
    QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY, 2003, 129 (590) : 1435 - 1455
  • [6] Dynamics of rotary drilling with non-uniformly distributed blades
    Yan, Yao
    Wiercigroch, Marian
    INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 2019, 160 : 270 - 281
  • [7] Applying REECHD to non-uniformly distributed heterogeneous devices
    Cacciagrano, Diletta
    Corradini, Flavio
    Micheletti, Matteo
    Mostarda, Leonardo
    INTERNATIONAL JOURNAL OF GRID AND UTILITY COMPUTING, 2020, 11 (05) : 629 - 645
  • [8] WHOLE BODY COUNTING OF NON-UNIFORMLY DISTRIBUTED RADIOISOTOPES
    GENNA, S
    DUKSTEIN, W
    JONES, R
    BURROWS, B
    JOURNAL OF NUCLEAR MEDICINE, 1964, 5 (05) : 364 - 364
  • [9] Birkhoff interpolation on non-uniformly distributed roots of unity
    Marcel G. de Bruin
    A. Sharma
    Numerical Algorithms, 2000, 25 : 123 - 138
  • [10] Jamming Resistant Encoding For Non-Uniformly Distributed Information
    Karp, Batya
    Berkowitz, Yerucham
    Keren, Osnat
    2017 IEEE 23RD INTERNATIONAL SYMPOSIUM ON ON-LINE TESTING AND ROBUST SYSTEM DESIGN (IOLTS), 2017, : 169 - 173