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A Historical View of
Feature Representations
           David Lowe
   University of British Columbia
The Oldest Can Sometimes
                    Still be the Best
•  Template Matching with Normalized Cross
   Correlation (NCC):
    –  Intuitive, simple to implement, performs well
    –  Is provably optimal for certain problems
    –  Multi-billion dollar machine vision industry often
       uses this because it works!                          Cognex (1982)




•  Our courses and textbooks should begin with NCC,
   and use it as a benchmark
    –  Computer vision has arrived! It should fully
       embrace methods from other fields
    –  Teach other historical methods that work:
       photogrammetry, image enhancement, nearest-
       neighbors, etc.
Interest points and invariance
•  Advantage of interest points:
    –  Only efficiency
    –  But, efficiency matters…

•  Corner detectors: Moravec (1983), Förstner (1986),
   Harris (1988), …
•  Rotation invariance: Schmid & Mohr (1997)
•  Scale space: Burt (1983), Witkin (1983), Crowley
   (1984), Lindeberg (1993), Lowe (1999)

Improved descriptor invariance (compared to NCC):
•  SIFT, Shape context, Color descriptors, …
Invariance to background clutter

1)  Local features (works for objects with textured interior
    regions)
2)  Chamfer matching (works for contours, but not texture)
3)  Local mask for each feature (Borenstein & Ullman,
    2002; Leibe & Schiele, 2005), use dense matching




4)  More ideas still needed…
The Future: Feature learning
•  Very likely the basis for biological vision
•  Convolutional neural nets (LeCun)




•  Optimize feature parameters to maximize invariance
   over a training set (Brown, Hua, Winder, 2010)



•  Unsupervised learning with deep belief nets (Hinton,
   LeCun, Ng, Cottrell, etc)
Conclusions

•  Computer vision should embrace the complete
   history of approaches for interpreting images
    –  Template matching with NCC is a good place to
       start for recognition and matching

•  Computer vision contributions: interest points, scale
   space, feature invariance

•  My opinion: The most promising approach for the
   future is feature learning

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Fcv hist lowe

  • 1. A Historical View of Feature Representations David Lowe University of British Columbia
  • 2. The Oldest Can Sometimes Still be the Best •  Template Matching with Normalized Cross Correlation (NCC): –  Intuitive, simple to implement, performs well –  Is provably optimal for certain problems –  Multi-billion dollar machine vision industry often uses this because it works! Cognex (1982) •  Our courses and textbooks should begin with NCC, and use it as a benchmark –  Computer vision has arrived! It should fully embrace methods from other fields –  Teach other historical methods that work: photogrammetry, image enhancement, nearest- neighbors, etc.
  • 3. Interest points and invariance •  Advantage of interest points: –  Only efficiency –  But, efficiency matters… •  Corner detectors: Moravec (1983), Förstner (1986), Harris (1988), … •  Rotation invariance: Schmid & Mohr (1997) •  Scale space: Burt (1983), Witkin (1983), Crowley (1984), Lindeberg (1993), Lowe (1999) Improved descriptor invariance (compared to NCC): •  SIFT, Shape context, Color descriptors, …
  • 4. Invariance to background clutter 1)  Local features (works for objects with textured interior regions) 2)  Chamfer matching (works for contours, but not texture) 3)  Local mask for each feature (Borenstein & Ullman, 2002; Leibe & Schiele, 2005), use dense matching 4)  More ideas still needed…
  • 5. The Future: Feature learning •  Very likely the basis for biological vision •  Convolutional neural nets (LeCun) •  Optimize feature parameters to maximize invariance over a training set (Brown, Hua, Winder, 2010) •  Unsupervised learning with deep belief nets (Hinton, LeCun, Ng, Cottrell, etc)
  • 6. Conclusions •  Computer vision should embrace the complete history of approaches for interpreting images –  Template matching with NCC is a good place to start for recognition and matching •  Computer vision contributions: interest points, scale space, feature invariance •  My opinion: The most promising approach for the future is feature learning