Convergence Proof for Unsteady Classification Model with Data Fluctuations

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Abstract:

Convergence of unsteady classification model with data fluctuations has strong application value. This paper models the mathematical problem to verify the feasibility and finite convergence of unsteady classification model with data fluctuations, and verifies the feasibility and limited convergence of the model by convex optimization KKT equivalent conditions from different perspectives. Experiments validate the three real data sets collected, and results show that the proposed model is feasible and finite convergence.

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2297-2300

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February 2014

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[1] Mangasarian O L. Linear and nonlinear separation of patterns by linear programming[J]. Operations Research, 1965, 13(3): 444-452.

DOI: 10.1287/opre.13.3.444

Google Scholar

[2] Wang Chunfeng Jiang Xianglin, li gang, China's stock market volatility estimates based on stochastic volatility model [J]. Journal of management science, 2003, 6 (4) : 63-72.

Google Scholar

[3] s, Zhang Xiaorong, (Tang Guoxing: the mixed data sampling regression model and its application [M], fudan university school of management research report.

Google Scholar

[4] NGUYEN V, D ROCKE D m. Tumor classification bypartial further squares usingm icroarray gene expression data [J]. Journal of Bioinformatics, 2002, 19 (1) : 39-50.

Google Scholar