• Title of article

    How happy is your web browsing? A model to quantify satisfaction of an Internet user searching for desired information

  • Author/Authors

    Banerji، نويسنده , , Anirban and Magarkar، نويسنده , , Aniket، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2012
  • Pages
    10
  • From page
    4215
  • To page
    4224
  • Abstract
    We feel happy when web browsing operations provide us with necessary information; otherwise, we feel bitter. How to measure this happiness (or bitterness)? How does the profile of happiness grow and decay during the course of web browsing? We propose a probabilistic framework that models the evolution of user satisfaction, on top of his/her continuous frustration at not finding the required information. It is found that the cumulative satisfaction profile of a web-searching individual can be modeled effectively as the sum of a random number of random terms, where each term is a mutually independent random variable, originating from ‘memoryless’ Poisson flow. Evolution of satisfaction over the entire time interval of a user’s browsing was modeled using auto-correlation analysis. A utilitarian marker, a magnitude of greater than unity of which describes happy web-searching operations, and an empirical limit that connects user’s satisfaction with his frustration level—are proposed too. The presence of pertinent information in the very first page of a website and magnitude of the decay parameter of user satisfaction (frustration, irritation etc.) are found to be two key aspects that dominate the web user’s psychology. The proposed model employed different combinations of decay parameter, searching time and number of helpful websites. The obtained results are found to match the results from three real-life case studies.
  • Keywords
    Satisfaction of Internet user , Probabilistic model , Poisson flow , Random number of random terms , Satisfaction retention quotient
  • Journal title
    Physica A Statistical Mechanics and its Applications
  • Serial Year
    2012
  • Journal title
    Physica A Statistical Mechanics and its Applications
  • Record number

    1735708