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Jefrey Lijffijt

Researcher at Ghent University

Publications -  100
Citations -  741

Jefrey Lijffijt is an academic researcher from Ghent University. The author has contributed to research in topics: Node (networking) & Heuristics. The author has an hindex of 13, co-authored 92 publications receiving 580 citations. Previous affiliations of Jefrey Lijffijt include University of Bristol & Aalto University.

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Significance testing of word frequencies in corpora

TL;DR: The significance estimates of various statistical tests are compared in a controlled resampling experiment and in a practical setting, studying differences between texts produced by male and female fiction writers in the British National Corpus to conclude that significance testing can be used to find consequential differences between corpora.
Proceedings ArticleDOI

Quantifying and Minimizing Risk of Conflict in Social Networks

TL;DR: The worst-case and average-case conflict risk of networks are derived, and algorithms for optimizing these are proposed, and empirical results show how a small number of edits quickly decreases its conflict risk, both average- case and worst- case.
Journal ArticleDOI

A statistical significance testing approach to mining the most informative set of patterns

TL;DR: The novel problem of finding the smallest set of patterns that explains most about the data in terms of a global p value is studied and it is found that a greedy algorithm gives good results on real data and that it can formulate and solve many known data-mining tasks.
Journal ArticleDOI

Correction to Stefan Th. Gries’ “Dispersions and adjusted frequencies in corpora”, International Journal of Corpus Linguistics

TL;DR: In this article, the sizes s 1−n of each of the n corpus parts, which are normalized against the overall corpus size and correspond to expected percentages which take differently-sized corpus parts into consideration, are determined.

Conditional Network Embeddings.

TL;DR: Conditional network embeddings (CNEs) as discussed by the authors use a simple Bayesian approach to achieve this, and propose a block stochastic gradient descent algorithm for fitting it efficiently.