IS = { zkontrolovano 06 Dec 2005 },
  UPDATE  = { 2005-09-05 },
  author =       {Obdr{\v z}{\' a}lek, {\v S}t{\v e}p{\' a}n and  Matas, Ji{\v r}{\' \i}},
  title =        {On the Stability of Local Affine Frames for the Correspondence Problem},
  booktitle =    {Proceedings of the Computer Vision Winter Workshop 2005 (CVWW'05)},
  book_pages =  {223},
  pages =       {3--12},
  year =        {2005},
  month =       {February},
  editor =      {Allan Hanbury and Horst Bischof},
  publisher =   {PRIP TU Wien},
  address =     {Wien, Austria},
  isbn =        {},
  day =         {2--4},
  venue =       {Zell an der Pram, Austria},
  project =     {CONEX GZ 45.535, BeNoGo IST-2001-39184, 
                 MSMT Kontakt ME 678, STINT Dur IG2003-2 062,
                 MSM 6840770013},
  autorship =   {50-50},
  keywords =    {LAF, Correspondence problem, MSER},
  annote = {This paper presents an overview and a classification of
    affine-covariant constructions of local coordinate systems
    (frames), prove the affine covariance of the constructions, and
    give details on their computation.  Then a technique to avoid
    generating unnecessarily abundant amount of frames is proposed,
    which identify frames with highest probability of being also
    generated (repeated) in other images. Ordering of frames by
    expected repeatability provides a simple, single-parametric way of
    controlling the amount of generated frames.},