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@trackingsparse-blog
LaRank vs OLaRank
Synthetic data with dimensions $[250,2]$.
Results (train/test):
LaRank .992/.964
OLaRank online manner: 0.552, After learning 0.964/0.956.
Winner-takes-it-all multiclass svm using structured output SVM. - Gist is a simple way to share snippets of text and code with others.
Loss functions
Hinge loss $$\max \{0,1-y_n w^T x_n \}$$
Log loss $$\log [1+ \exp{(-y_n w^T x_n) }]$$
Exponential loss $$\exp{(-y_n w^T x_n) }$$
Object localization $$ \Delta(y,y')=1- \frac{|y \cap y'|}{|y \cup y'|}$$
Rotational invariance
Rotational non-invariance
Exploratory analysis for COSFIRE operators vs sparse portraits.
Exploratory analysis of COSFIRE filters on sparse portraits
Problem: find a way how COSFIRE filters could detect the object in a robust way?
what does define a good filter?
How much tuples are necessary for operator to be useful?
Steps used to perform analysis:
Calculate COSFIRE operator at each location in the middle of each ground truth data point.
Visualize it and compare to the image itself.
Save resulting images to create a video
sparse velocity (speed decomposition)
Video c09
Video c01
c15 prior normalization
c09 prior normalization
c01 prior normalization
Sparse portraits in different color spaces part 2.
Sparse portraits in different color spaces part 1.
Difference between video decomposition if sharpening is used. This is video 1, frames 1,20,30,35.