Dimensionality reduction of independent influence factors in the objective evaluation of quality of experience.

Journal: Scientific reports
Published Date:

Abstract

Big Data analytics and Artificial Intelligence (AI) technologies have become the focus of recent research due to the large amount of data. Dimensionality reduction techniques are recognized as an important step in these analyses. The multidimensional nature of Quality of Experience (QoE) is based on a set of Influence Factors (IFs) whose dimensionality is preferable to be higher due to better QoE prediction. As a consequence, dimensionality issues occur in QoE prediction models. This paper gives an overview of the used dimensionality reduction technique in QoE modeling and proposes modification and use of Active Subspaces Method (ASM) for dimensionality reduction. Proposed modified ASM (mASM) uses variance/standard deviation as a measure of function variability. A straightforward benefit of proposed modification is the possibility of its application in cases when discrete or categorical IFs are included. Application of modified ASM is not restricted to QoE modeling only. Obtained results show that QoE function is mostly flat for small variations of input IFs which is an additional motive to propose a modification of the standard version of ASM. This study proposes several metrics that can be used to compare different dimensionality reduction approaches. We prove that the percentage of function variability described by an appropriate linear combination(s) of input IFs is always greater or equal to the percentage that corresponds to the selection of input IF(s) when the reduction degree is the same. Thus, the proposed method and metrics are useful when optimizing the number of IFs for QoE prediction and a better understanding of IFs space in terms of QoE.

Authors

  • Fatima Skaka-Čekić
    Faculty of Electrical Engineering, Department of Telecommunications, University of Sarajevo, Sarajevo, Bosnia and Herzegovina. fatima.skaka-cekic@bhtelecom.ba.
  • Jasmina Baraković Husić
    Faculty of Electrical Engineering, Department of Telecommunications, University of Sarajevo, Sarajevo, Bosnia and Herzegovina.
  • Almasa Odžak
    Faculty of Science, Department of Mathematic, University of Sarajevo, Sarajevo, Bosnia and Herzegovina.
  • Mesud Hadžialić
    Faculty of Electrical Engineering, Department of Telecommunications, University of Sarajevo, Sarajevo, Bosnia and Herzegovina.
  • Adnan Huremović
    Faculty of Electrical Engineering, Department of Telecommunications, University of Sarajevo, Sarajevo, Bosnia and Herzegovina.
  • Kenan Šehić
    Department of Computer Science, Lund University, Lund, Sweden.