عنوان مقاله :
A Useful Family of Stochastic Processes for Modeling Shape Diffusions
عنوان به زبان ديگر :
A Useful Family of Stochastic Processes for Modeling Shape Diffusions
پديد آورندگان :
گلعليزاده، موسي نويسنده Golalizadeh, Mousa
كليدواژه :
stationary distributions , differential geometry , shape analysis , shape coordinates , Diffusion processes
چكيده لاتين :
One of the new area of research emerging in the field of statistics is the shape analysis. Shape is defined as all the geometrical information of an object whose location, scale and orientation is not of interest. Diffusion in shape analysis can be studied via either perturbation of the key coordinates identifying the initial object or random evolution of the shape itself. Reviewing the first case, we mainly consider the second case and particularly define a new family of diffusion processes. It can be used to model diffusion phenomena represented by shape evolution such as cell motion.
كلمات كليدي :
#تست#آزمون###امتحان
