For assistance of stable pursuit, several darker points moved along the same path together with the fixation point.
Indeed, this can be accomplished by solving the following stable principal component pursuit (SPCP) problem: begin{array}{ll} min & |L|_+rho|S|_{1} quad mbox{s.t.} &L+S+Z=M, &|Z|_{F}leqsigma, &L,S,Zinmathbb{R}^{mtimes n}, end{array} (1.2) where the matrix Z is the noise, (|Z|_{F}) denotes the Frobenius norm of Z, and (sigma>0) is the noise level.
We develop a novel baseline scheme, named Stable Principal Component Pursuit with Time-Frequency Constraints (SPCP-TFC), which extends the Stable Principal Component Pursuit (SPCP) by applying new time-frequency constraints.
The stable principal component pursuit (SPCP) problem represents a large class of mathematical models appearing in sparse optimization-related applications such as image restoration, web data ranking.
Therefore, problem (1) is quite general, and in fact problems like (1) come from diverse applications, such as the latent variable graphical model selection [2], the sparse inverse covariance selection [3], stable principal component pursuit with nonnegative constraint [4], and robust alignment for linearly correlated images [5], etc.
However, the self-compensation feature of p-ZnO exists as a real hurdle in the pursuit of stable homojunctions of ZnO [10].
As the Fed notes on its website, it conducts monetary policy "by influencing the monetary and credit conditions in the economy in pursuit of maximum employment, stable prices, and moderate long-term interest rates".
None of the listed goals is controversial — they amount to the pursuit of a stable Pakistan.
Is objective 3b, which amounts to the pursuit of a stable and minimally credible Afghan government, achievable?
What is the role of Afghan stability in the larger projects of defeating Al Qaeda and the pursuit of a stable, modernizing, "normal" South Asia beyond Afghanistan?
