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K2K test of nonlinear dependencies

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    SYSNO ASEP0319743
    Document TypeL4 - Software
    R&D Document TypeSoftware
    TitleK2K test of nonlinear dependencies
    TitleK2K test nelineárních závislostí
    Author(s) Briatka, Ľ. (SK)
    Kočenda, Evžen (NHU-C) RID
    Year of issue2005
    Int.CodeK2K Test
    SResult web page, Location of the resultUniverzita Karlova v Praze, Centrum pro ekonomický výzkum a doktorské studium
    Technical parametersSoftware testovaci procedury K2K zalozene na principu korelacniho integralu na detekci nelinarnich vzoru ve vysokofrekvencnich datech doplneny o kriticke hodnoty pro velikosti souboru 500, 1000 a 2500 pozorovani.
    Owner NameUniverzita Karlova v Praze, Centrum pro ekonomický výzkum a doktorské studium
    Registration Number of the result owner00216208
    Use by another entityN - Využití výsledku jiným subjektem je možné bez nabytí licence
    License fee feeN - Poskytovatel licence nepožaduje licenční poplatek
    Languageeng - English
    CountryCZ - Czech Republic
    Keywordscorrelation integral ; chaos ; software ; nonlinear dynamics ; high-frequency economic and financial data ; Monte Carlo
    Subject RIVAH - Economics
    R&D ProjectsLC542 GA MŠMT - Ministry of Education, Youth and Sports (MEYS)
    CEZMSM0021620846 - NHU-C
    AnnotationK2K program runs the test based on the paper by Kočenda, E., 2001. An Alternative to the BDS Test: Integration Across the Correlation Integral, Econometric Reviews, 20(3), 337-351 and the paper by Kočenda, E., Briatka, L., 2005. Optimal Range for the iid Test Based on Integration across the Correlation Integral. Econometric Reviews, 24(3), 265-296. The program calculates values of the correlation integral Cm for 41 values of proximity parameter epsilon. This is done at nine embedding dimensions m = 2,...,10. The program computes the values of slope coefficients beta(m), automatically suggests the optimal set of critical values based on the sample size, compares the computed slope with critical values and note the significance.
    WorkplaceEconomics Institute - CERGE
    ContactTomáš Pavela, pavela@cerge-ei.cz, Tel.: 224 005 122
    Year of Publishing2009
Number of the records: 1  

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