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Random Coil Statistics: : A Vector Model

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  • DATTA, JAYDIP

    (The Institution of Chemist ( India ) , Kolkata , 700017)

Abstract

In our earlier research MATHEMATICAL STATISTICS: AN APPLICATION BASED STATISTICS (RG) December 2019 , ( Jaydip Datta , Nino Durglishvili ) we have worked on application based statistics related to RANDOM COIL STATISTICS . The present Work wishes to NOTE some key features of Statistics of Randomness like VECTOR or Random Walk (Zigzag) Statistics. The primary Probability Distribution F ( X ) of a Random Chain is described as a Gaussian Function. The variance can be expressed in terms a Square Matrix called co-variance matrix. This approach is purely Qualitative / Theoretical Statistics. The hydrodynamic data can be analysed by polynomial regression approach. The co-variance for regression data signifies a Square Matrix representationVECTOR or Random Walk (Zigzag) Statistics. REF : slideplayer.com ( Figure Source )

Suggested Citation

  • Datta, Jaydip, 2020. "Random Coil Statistics: : A Vector Model," OSF Preprints 8fjn7, Center for Open Science.
    • Handle: RePEc:osf:osfxxx:8fjn7
    DOI: 10.31219/osf.io/8fjn7
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