Image Mosaic Method Based on SIFT Features of Line Segment

This paper proposes a novel image mosaic method based on SIFT (Scale Invariant Feature Transform) feature of line segment, aiming to resolve incident scaling, rotation, changes in lighting condition, and so on between two images in the panoramic image mosaic process.

An improved image mosaic based on Canny edge and an 18-dimensional descriptor

To gain the wide view angle and high resolution image stitched by the sequence images overlapped in the same scene, this paper proposes a new image mosaic method of combining the improved SIFT algo- rithm with Canny feature edge detection based on the traditional scale invariant feature transform (SIFT) algorithm.

优化设计的图像自动拼接方法

Virtual reality technology has been widely used in the fields of aerospace, robotics remote operation and biology medicine and so on. Panoramic image mosaic is one of the very important parts. Since photographs taken by the ordinary camera may appear distorted, over- lapping and tilting, we propose a wide mosaic algorithm used in the projection transformation in this paper.

Image Mosaic Techniques OptimizationUsing Wavelet

作者是A. Asmat, E.J. Milton ⁎ , P.M. Atkinson Geography and Environment, University of Southampton, Southampton SO17 1BJ, UK

High-precision+Image+Mosaic+Method+in+Big+Frame+Measurement

1st International Symposium oil Systems and Control in Aerospace and Astronautics. Image mosaic is a very important step In big frame Image measurement,its precision has a great effeet on the measurement precision.twice matchim,gall make the mosaic suture precision beyond the pixel dimensions.And the pixeis’gray requirement rebuilding based on pixel position end pixel area distribufion ■lie has a great help to raise the measurement precision.

Automatic Panoramic Image Stitching using Invariant Features

本文的作者是位于加拿大温哥华英属歌伦比亚大学计算机科学系的MATTHEW BROWN 和 DAVID G. LOWE原著，文章发表后风靡全球，成为该领域的重要里程碑。

基于特征点的显微图像自动拼接

本文主要研究了一种用于自动的图像拼接的新技术，完整地阐述了实现的方法步骤

低功耗存储器设计

详细介绍了低功耗存储器的VLSI设计方法

数字VERILOG设计综合教程

清华大学出版社，J.Bhasker 著，孙海平等译