(C) Y. Lanoiselee and D. S. Grebenkov, Unravelling intermittent features 
in single particle trajectories by a local convex hull method, 
Phys. Rev. E 96, 022144 (2017). 

DISCLAIMER: This algorithm was created by Y. Lanoiselee and D. S. Grebenkov
and posted onto the INADILIC website according to the authors' permission. 
This code can be used for the statistical analysis of single-particle
trajectories, under the condition of providing the appropriate credits 
to the authors and citing the above paper which presents and describes 
the algorithm.

The code aims at identifying "slow" and "fast" phases of a single 
intermittent trajectory by constructing local convex hulls (LCHs) 
and using their geometric properties as discriminators between two
phases. As the method relies exclusively on geometric characteristics,
it is intrinsically model free, whereas its integral-like character
makes it robust against noise. The LCH method has been successfully
validated on six common models of intermittent motion (see the paper).
For further questions, contact directly Y. Lanoiselee 
(yann.lanoiselee@polytechnique.edu) and D. S. Grebenkov 
(denis.grebenkov@polytechnique.edu)

The authors would appreciate your feedback concerning eventual 
difficulties, drawbacks and improvements of the method. Please also
inform the authors about publications, in which the method was used.