Detection of Variations of Local Irregularity of Traffic under DDOS Flood Attack
Ming Li, Wei Zhao · Mathematical Problems in Engineering · 2008
The aim of distributed denial‐of‐service (DDOS) flood attacks is to overwhelm the attacked site or to make its service performance deterioration considerably by sending flood packets to the target from the machines distributed all over the world. This is a kind of local behavior of traffic at the protected site because the attacked site can be recovered to its normal service state sooner or later even though it is in reality overwhelmed during attack. From a view of mathematics, it can be taken as a kind of short‐range phenomenon in computer networks. In this paper, we use the Hurst parameter (H) to measure the local irregularity or self‐similarity of traffic under DDOS flood attack provided that fractional Gaussian noise (fGn) is used as the traffic model. As flood attack packets of DDOS make theHvalue of arrival traffic vary significantly away from that of traffic normally arriving at the protected site, we discuss a method to statistically detect signs of DDOS flood attacks with predetermined detection probability and false alarm probability.