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The fundamentals of average local variance--Part I: Detecting regular patterns
Peder Klith Bøcher1, Keith R McCloy
1Department of Agroecology, Danish Institute of Agricultural Sciences, Research Centre Foulum, DK-8830 Tjele, Denmark. peder.bocher@agrsci.dk
Summary
The average local variance (ALV) method reveals image pattern structures. Its peak locations, related to geometric patterns, are more complex than previously thought, often indicating object separation rather than object size.
Area of Science:
- Image analysis and pattern recognition
- Remote sensing and geospatial analysis
- Computational imaging and computer vision
Background:
- The average local variance (ALV) method analyzes image spatial resolution.
- Previous hypotheses suggested ALV peaks relate directly to object size.
- The ALV method uses a moving window on coarsened images to generate a spatial resolution function.
Purpose of the Study:
- To explore the characteristics and peak locations of the ALV function.
- To test and refine the original hypothesis regarding ALV peak interpretation.
- To understand the relationship between ALV peaks and scene pattern structures.
Main Methods:
- Utilized synthetically generated image data for controlled analysis.
- Applied the average local variance (ALV) method with varying spatial resolutions.
- Investigated ALV function behavior across different synthetic scene structures.
Main Results:
- The original hypothesis that ALV peaks directly indicate object size is inadequate.
- ALV peak locations are primarily related to the geometric size of pattern structures, not always scene objects.
- Peaks can indicate object separation when distances exceed object size, and multiple peaks arise from complex structures.
Conclusions:
- A new hypothesis posits ALV peaks relate to geometric pattern structures, including object separation.
- ALV analysis is more complex than previously assumed, influenced by structure size, separation, and response mix.
- The ALV method can detect multiple structures but interpretation requires careful consideration of these complexities.