نتایج جستجو برای: sharp breaks

تعداد نتایج: 73380  

Journal: :Computer Vision and Image Understanding 2016
Roy Josef Jevnisek Shai Avidan

Semi Global Boundary Detection (SGBD) breaks the image into scan lines in multiple orientations, segments each one independently, and combines the results into a final probabilistic 2D boundary map. The reason we break the image into scan lines is that they are a mid-level image representation that captures more information than a local patch. Luckily, scan lines are 1D signals that can be opti...

2002
Angel de la Fuente Rafael Doménech Antonio Ciccone Jong-Wha Lee José Emilio Boscá Anna Borkowsky

We construct estimates of educational attainment for a sample of OECD countries using previously unexploited sources. We follow a heuristic approach to obtain plausible time profiles for attainment levels by removing sharp breaks in the data that seem to reflect changes in classification criteria. We then construct indicators of the information content of our series and a number of previously a...

2005
A. Kempe V. Liebscher G. Winkler O. Wittich

The paper deals with variational approaches to the segmentation of time series into smooth pieces, but allowing for sharp breaks. In discrete time, the corresponding functionals are of Blake-Zisserman type. Their natural counterpart in continuous time are the Mumford-Shah functionals. Time series which minimise these functionals are proper estimates or representations of the signals behind reco...

1996
Piotr H. Chankowski Stefan Pokorski

The simplest interpretation of the global success of the Standard Model is that new physics decouples well above the electroweak scale. Supersymmetric extension of the Standard Model offers the possibility of light chargino and the right-handed stop (with masses below MZ), and still maintaining the successful predictions of the Standard Model. The value of Rb can then be enhanced up to ∼ 0.218 ...

Journal: :Journal of Differential Equations 2021

In this paper we consider a family of active scalars with velocity field given by u = ? ? 1 + ? ? ? ? , for ? ( 0 ) . This equations is more singular version the two-dimensional Surface Quasi-Geostrophic (SQG) equation, which would correspond to We evolution sharp fronts studying families almost-sharp fronts. These are smooth solutions simple geometry in transition solution occurs tubular neigh...

Journal: :Journal of Diabetes Investigation 2012

Journal: :Journal of Cell Biology 2003

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