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Ing-Jyh Tsang

Researcher at Alcatel-Lucent

Publications -  34
Citations -  567

Ing-Jyh Tsang is an academic researcher from Alcatel-Lucent. The author has contributed to research in topics: Network packet & Feature extraction. The author has an hindex of 11, co-authored 31 publications receiving 506 citations. Previous affiliations of Ing-Jyh Tsang include Nokia & Federal University of Pernambuco.

Papers
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Journal ArticleDOI

Reducing Internet Latency: A Survey of Techniques and Their Merits

TL;DR: A broad survey of techniques aimed at tackling latency in the literature up to August 2014 is offered, finding that classifying techniques according to the sources of delay they alleviate provided the best insight into the following issues.
Proceedings ArticleDOI

A graph-based friend recommendation system using Genetic Algorithm

TL;DR: A friend recommendation system for social network based on the topology of the network graphs is proposed and an algorithm that analyses the sub-graph composed by a user and all the others connected people separately by three degree of separation are candidates to be suggested as a friend.
Patent

Method of providing an iptv service

TL;DR: In this paper, a method of providing an Internet protocol television service to a subscriber, and a network element (53, 63, 73) to execute this method, is described, where IPTV packets associated with one of the one or more video channels selected by the subscriber are delivered from the deliver server cluster (61, 71, 71) to a receiver (77, 671, 672, 673) of the subscriber at a client tier (3) wherein the IPTV packet associated with the one of those one or multiple video channels are reassembled at said receiver (
Proceedings ArticleDOI

PI2: A Linearized AQM for both Classic and Scalable TCP

TL;DR: This paper implemented this PI2 AQM as a Linux qdisc to extensively test the claims using Classic and Scalable TCPs, and shows that the output simply needs to be squared.
Journal ArticleDOI

Cluster size diversity, percolation, and complex systems.

TL;DR: Using Monte Carlo simulations, a statistical analysis of the cluster size diversity and the number of clusters generated on randomly occupied lattices for the Euclidean dimensions 1 to 6 is presented.