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Please use this identifier to cite or link to this item: http://hdl.handle.net/10012/4241

Title: Identity Management and Resource Allocation in the Network Virtualization Environment
Authors: Chowdhury, N.M. Mosharaf
Keywords: computer science
computer networks
network virtualization
identity management
resource allocation
virtual network embedding
Approved Date: 23-Jan-2009
Date Submitted: 22-Jan-2009
Abstract: Due to the existence of multiple stakeholders with conflicting goals and policies, alterations to the existing Internet architecture are now limited to simple incremental updates; deployment of any new, radically different technology is next to impossible. To fend off this ossification, network virtualization has been propounded as a diversifying attribute of the future inter-networking paradigm. In this talk, we provide an overview of the network virtualization environment (NVE) and address two basic problems in this emerging field of networking research. The identity management problem is primarily concerned with ensuring interoperability across heterogeneous identifier spaces for locating and identifying end hosts in different virtual networks. We describe the architectural and the functional components of a novel identity management framework (iMark) that enables end-to-end connectivity across heterogeneous virtual networks in the NVE without revoking their autonomy. The virtual network embedding problem deals with the mapping of virtual nodes and links onto physical network resources. We argue that the separation of the node mapping and the link mapping phases in the existing algorithms considerably reduces the solution space and degrades embedding quality. We propose coordinated node and link mapping to devise two algorithms (D-ViNE and R-ViNE) for the online version of the problem under realistic assumptions and compare their performance with the existing heuristics.
Program: Computer Science
Department: School of Computer Science
Degree: Master of Mathematics
URI: http://hdl.handle.net/10012/4241
Appears in Collections:Electronic Theses and Dissertations (UW)
Faculty of Mathematics Theses and Dissertations

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