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Nitin H. Vaidya

Researcher at Georgetown University

Publications -  424
Citations -  29364

Nitin H. Vaidya is an academic researcher from Georgetown University. The author has contributed to research in topics: Wireless network & Wireless ad hoc network. The author has an hindex of 72, co-authored 420 publications receiving 28645 citations. Previous affiliations of Nitin H. Vaidya include Intel & Urbana University.

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Fault-Tolerant Distributed Optimization (Part IV): Constrained Optimization with Arbitrary Directed Networks.

TL;DR: This report considers arbitrary directed communication networks and generalizes the previous results on fully-connected networks and unconstrained optimization to arbitrary directed networks and constrained optimization, and provides a matrix representation for iterative approximate crash consensus.
Proceedings ArticleDOI

Efficient multicasting for multi-channel multi-interface wireless mesh networks

TL;DR: This paper proposes a multicasting protocol that builds multicast paths while inviting multicast members, and allocates the same channel to each of neighboring members in a bottom up manner, which can reduce message overheads and delivery delays while guaranteeing successful message deliveries.
Proceedings ArticleDOI

Priority and fair scheduling in a wireless LAN

TL;DR: The proposed protocol supports multiple priorities, as well as a mechanism (using weights) for controlling the way bandwidth is shared by flows within a given priority level.
Patent

Adaptively changing weights for fair scheduling in broadcast environments

TL;DR: In this paper, a computer-implemented method for allocating bandwidth among a plurality of flows sharing an output link, such as a network, is disclosed, which includes adaptively determining a weight for each flow, based on a predetermined criteria, and allocating a portion of bandwidth to each flow proportionally to the weight for the flow.
Posted Content

Characterizing and Adapting the Consistency-Latency Tradeoff in Distributed Key-value Stores

TL;DR: This article presents and proves two CAP-like impossibility theorems, and presents the design of a class of systems called Probabilistic CAP (PCAP) that perform close to the envelope described by the theoresms.