Network Traffic (George Michalidis , organizer)
Andre Broido (Caida)
Diversity and Disparity in IP Traffic
Friday 8:30-9:00, Fountain II
Abstract:
The need to service populations of high diversity
in the face of high disparity
affects all aspects of network operation: planning,
routing, engineering, security, and accounting.
Mathematically, disparity is a property of two
almost disjoint measures- a counting measure
and a size measure- on the same set of objects.
We define crossover disparity
as the fraction c of total
volume contributed by a complementary fraction (1-c) of
large objects- e.g. 80% of traffic from 20%
of sources. We evaluate this metric
for common distributions such as Pareto.
We then use it to define a boundary between
mice and elephants in traffic aggregated by
IP addresses, prefixes and ASes,
Studying sources and sinks at
two Tier 1 backbones and one university,
we find that 90:10 and 95:5
are common crossover values for IP traffic.
We then discuss the origins of disparity in business
and operational realities of IP networks,
and its mathematical underpinnings.
Our results will be useful for developers of
traffic models, generators and simulators, for
router testers and network operators.
This is a joint work with Young Hyun, Ruomei Gao, and K.C. Claffy.
George Michailidis (University of Michigan)
Flexicast Delay Network Tomography
Friday 9:00-9:30, Fountain II
Abstract:
Characterizing network performance is an important problem for service providers. In this talk, we discuss link delay assessment
based on active network tomography; i.e. characterizing internal link delay distributions based on path delays of injected traffic. We consider a new class of probing experiments, called flexicast, that allows selective investigation of the network. We examine several estimation schemes and the associated identifiability issues. The methods are applied to a VoIP readiness study.
David Rolls (UNC Wilmington)
Semi-experiment Investigations of Network Traffic
Friday 9:30-10:00, Fountain II
Abstract:
TCP/IP flow data involves a hierarchy of details. For example, at the
flow level there are flow starts and durations. Within a flow there is
the pattern of flow times. The semi-experimental method involves
selectively altering one or more of these factors, leaving the rest
unchanged. We combine semi-experiments with queueing metrics and
statistics to understand how the factors contribute to the traffic's
queueing profile.
This is joint work with Ericson Davis and George Michailidis.