Active cluster replacement algorithm as a tool to assess bifurcation early-warning signs for von Karman equations
Анотація
The paper deals with a novel algorithm used to improve identification quality of clusters generated by predictive clustering algorithm as a tool to identify states preceding to bifurcations for a system governed by von Karman equations. To construct bifurcation precursors, solutions (of the equations) observed on bifurcation paths are clustered; centers of the clusters constitute a set of bifurcation precursors. To decrease identification error rate, quality of each precursor is assessed with the employment of an additional, validation set. The paper concerns with two approaches to this procedure; the first one employs a single number to assess identification value of a cluster in order to delete those with low identification values. The second approach uses proposed knowledge extraction procedure to ascertain rules of replacement of the precursors chosen by the algorithm (active) by more efficient one. A wide-ranging simulation reveals that the best variant (provided that the Wishart clustering algorithm is utilized) is the replacement of the active cluster in conjunction local normalization of data. The optimal parameters values for both algorithms, arriving at essentially decreased identification errors.
Класифікація
Ідентифікатори
Рецензії (0)
Написати рецензіюРецензій ще немає. Будьте першим!
Схожі роботи
Approximation of multifractional Brownian motion by absolutely continuous processes
Схоже за: Complex Systems and Time Series Analysis
Turbulent processes in Earth's magnetosheath by Cluster mission measurements
Схоже за: Complex Systems and Time Series Analysis
Game problems for fractional quasilinear systems
Схоже за: Complex Systems and Time Series Analysis
Analysing Social Epidemics by Delayed Stochastic Models
Схоже за: Complex Systems and Time Series Analysis
Exploring frequency of price overreactions in the Ukrainian stock market
Схоже за: Complex Systems and Time Series Analysis
Multifractality of Brownian motion near absorbing polymers
Схоже за: Complex Systems and Time Series Analysis