Scaling limits for modulated networks of infinite-server queues

01 September 2016 → 31 December 2017
Regional and community funding: Special Research Fund
Research disciplines
  • Natural sciences
    • Analysis
    • Applied mathematics in specific fields
    • General mathematics
    • History and foundations
    • Statistics and numerical methods
    • Other mathematical sciences
  • Engineering and technology
    • Communications
    • Communications technology
communication networks traffic fluctuations queueing theory
Project description

In this research, we develop mathematical models that may help us understand the behavior of communication networks. In particular, we study processes that cause much variance in communication networks and aim at quantifying the influence of this variance on both the average behavior and the extreme fluctuations of communication networks. To this end, we use mathematical scaling techniques.