Motion Analysis of Phase Boundaries governed by the Stochastic Level Set Equations

Existence and Measurability of the Solution of the Stochastic Differential Equations Driven by Fractional Brownian Motion

existence and measurability of the solution of the stochastic differential equations driven by fractional brownian motion

Motion of Level Set by General Curvature

In this paper, we study the motion of level sets by general curvature. The difficulty in this setting is for a general curvature function, it’s only well defined in an admissible cone. In order to extend the existence result to outside the cone we introduce a new approximation function f̂ (see (3.1)). Moreover, using the idea in [5], we give an elliptic approach for the Ben-Andrews’ non-collapsi...

Spatio-Temporal Motion Segmentation via Level Set Partial Differential Equations

Motion-based segmentation of image sequences is an important problem of image analysis, with numerous applications to image coding and image manipulation. We present a novel algorithm for segmenting image sequences into distinct motion trajectories. This algorithm is expressed as a system of level set partial differential equations which is solved using level set discretization schemes. We prov...

a comparative move analysis of the introduction sections of ma theses by iranian and native post-graduate students

since esp received universal attention to smooth the path for academic studies and productions, a great deal of research and studies have been directed towards this area. swales’ (1990) model of ra introduction move analysis has served a pioneering role of guiding many relevant studies and has proven to be productive in terms of helpful guidelines that are the outcome of voluminous productions ...