K. Mitchell
University of Missouri–Kansas City
38 Papers
448 Citations
K. Mitchell is an academic researcher from University of Missouri–Kansas City. The author has contributed to research in topics: Wireless network & Network topology. The author has an hindex of 13, co-authored 38 publications. Previous affiliations of K. Mitchell include University of Missouri.
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Papers
Analytical models for understanding space, backoff, and flow correlation in CSMA wireless networks
Zhefu Shi,Cory Beard,K. Mitchell +2 more
TL;DR: A new continuous-time model for CSMA wireless networks where a node model and a channel model are combined in order to capture correlation and be used to compute probabilistic quality of service guarantees.
63
Competition, Cooperation, and Optimization in Multi-Hop CSMA Networks with Correlated Traffic
Zhefu Shi,Cory Beard,K. Mitchell +2 more
- 18 Nov 2012
TL;DR: A new method for the study of competition and cooperation relationships among nodes in a network with a CSMA (Carrier Sense Multiple Access) protocol implemented with an exponential backoff process is presented.
56
An analysis of the effects of mobility on bandwidth allocation strategies in multi-class cellular wireless networks
K. Mitchell,Khosrow Sohraby +1 more
- 22 Apr 2001
TL;DR: A multi-cell analytic model for multi-class cellular networks is presented and the effects subscriber mobility has on bandwidth control strategies when the network supports multiple classes of subscribers having different bandwidth requirements are investigated.
52
Analytical models for understanding misbehavior and MAC friendliness in CSMA networks
Zhefu Shi,Cory Beard,K. Mitchell +2 more
TL;DR: The problem of flexibility in controlling QoS is addressed by introducing the concept of ''MAC friendliness'' where nodes can adjust arrival rates and backoff rates while maintaining a fixed share of the channel.
42
Approximation models of feed-forward G/G/1/N queueing networks with correlated arrivals
K. Mitchell,A. van de Liefvoort +1 more
TL;DR: This paper uses Linear Algebra Queueing Theory (LAQT) techniques to create reduced state space representations for the queue departure processes and develops approximation models for feed-forward networks of G/G/1/N queues.
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