Types of 1D sieve

From BanghamLab
Revision as of 12:59, 5 August 2014 by AndrewBangham (talk | contribs) (Created page with "=Types of 1D sieve= We understand MSER's to be based on opening ('o') and closing ('c') sieves. At each scale ''either'' the minima ('o') or the maxima ('c') of that scale are...")
(diff) ← Older revision | Latest revision (diff) | Newer revision → (diff)
Jump to navigation Jump to search

Types of 1D sieve

We understand MSER's to be based on opening ('o') and closing ('c') sieves. At each scale either the minima ('o') or the maxima ('c') of that scale are removed. The output therefore 'floats' along the bottom or the top of the data. In the following Figure they are shown in red and cyan. They bracket the data. Subtracting output from each scale from the previous one yields the maxima or minima for each scale, some of which may be selected as interest points.

Quick compare different sieves in 1D.png Top: our standard signal to which randn noise has been added to help us distinguish the different outputs. Bottom: all sieves are to scale 5. 'o' and 'c' (red, cyan) remove minima and maxima and so 'float' along the top and bottom of the data. 'm' and 'n' have compound operators ('o' then 'c' and 'c' then 'o'). They do a better job of outputting some sort of representation of the underlying signal. 'v' is also a compound operator - this time applying 'o' and 'c' at random. The result (black) appears to be the best at representing the underlying signal (at scale 5 - this also applies to all scales.