arrow
Return

PatchMatch: A Randomized Correspondence Algorithm for Structural Image Editing

delete2009-07-27
delete2.4K
PRE
AI
C
Connelly Barnes *
E
Eli Shechtman
A
Adam Finkelstein
D
Dan B Goldman
DOI:10.1145/1531326.1531330delete
deleteOriginal
deleteOriginal request for help
deleteShare
deleteSave
Abstract

Abstract

En 中文
This paper presents interactive image editing tools using a new randomized algorithm for quickly finding approximate nearest-neighbor matches between image patches. Previous research in graphics and vision has leveraged such nearest-neighbor searches to provide a variety of high-level digital image editing tools. However, the cost of computing a field of such matches for an entire image has eluded previous efforts to provide interactive performance. Our algorithm offers substantial performance improvements over the previous state of the art (20-100x), enabling its use in interactive editing tools. The key insights driving the algorithm are that some good patch matches can be found via random sampling, and that natural coherence in the imagery allows us to propagate such matches quickly to surrounding areas. We offer theoretical analysis of the convergence properties of the algorithm, as well as empirical and practical evidence for its high quality and performance. This one simple algorithm forms the basis for a variety of tools-image retargeting, completion and reshuffling-that can be used together in the context of a high-level image editing application. Finally, we propose additional intuitive constraints on the synthesis process that offer the user a level of control unavailable in previous methods.
Keywords:
Approximate nearest neighbor
patch-based synthesis
image editing
completion
retargeting
reshuffling
AI Summary

AI Summary

Key information extracted from the uploaded paper, including a brief overview, abstract, background, key highlights, visual analysis, and future outlook.

Journal

ACM Transactions on Graphics cover
ACM Transactions on Graphics
IF:
9.5
Papers:
4.7K
Citations:
3.6W

Organization

A
adobe systems inc.
Scholars:
273
Papers: 305
Citations: 0
P
Princeton University
Scholars:
2.1W
Papers: 2.3W
Citations: 5.1W