Markov Random Field (MRF) and Graph-Cut (2)
Deep dive into what energy functions can be minimized via graph-cut, with the necessary and sufficient condition f(0,0)+f(1,1)≤f(0,1)+f(1,0) and application to image segmentation.
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Articles by grapeot.
Deep dive into what energy functions can be minimized via graph-cut, with the necessary and sufficient condition f(0,0)+f(1,1)≤f(0,1)+f(1,0) and application to image segmentation.
Introducing how to formulate image restoration as a Markov Random Field optimization problem and solve it using graph-cut algorithm to achieve global optimal results efficiently.
No single language fits all scientific computing needs. Following UNIX philosophy—combining C#, MATLAB, and Python through files and system calls—achieves both development and runtime efficiency.