EGGHE, Leo

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Full Name
EGGHE, Leo
Email
leo.egghe@uhasselt.be
 
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Publications

Results 1-20 of 312 (Search time: 0.04 seconds).

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Issue DateTitleContributor(s)TypeCat.
12025Mathematical reflections on modified fractional countingEGGHE, Leo; ROUSSEAU , RonaldJournal ContributionA1
1022024Mathematical informetrics: Hirsch-type equations and bundlesEGGHE, LeoJournal ContributionA1
1032024The small-world phenomenon: a model, explanations, characterizations, and examplesEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
1042024Networks and their degree distribution, leading to a new concept of small worldsEGGHE, LeoJournal ContributionA1
1052024Extended Lorenz majorization and frequencies of distances in an undirected networkEGGHE, LeoJournal ContributionA1
1062023The Hirsch Function and its PropertiesEGGHE, LeoJournal ContributionA1
1072023Global impact measuresEGGHE, Leo; Rousseau , RonaldJournal ContributionA1
1082023Global informetric impact: A description and definition using bundlesEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
1092022Convergence of Impact Measures and Impact BundlesEGGHE, LeoJournal ContributionA1
3502022Rank-frequency data and impact in a continuous model: Introducing impact bundlesEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
3512022Impact measures: What are they?EGGHE, LeoJournal ContributionA1
1722022The Generalized e-bundleEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
1732021A theory of pointwise defined impact measuresEGGHE, LeoJournal ContributionA1
1742021The h‑index formalismEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
1752020h-Type indices, partial sums and the majorization orderEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
1762020Minimal Impact One-Dimensional ArraysEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
172020Polar coordinates and generalized h-type indicesEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
182019A geometric relation between the h-index and the Lorenz curveEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
192019Solution by step functions of a minimum problem in L-2[0,1], using generalized h- and g-indicesEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
202019Measures of linear type lead to a characterization of Zipf functionsEGGHE, Leo; ROUSSEAU, RonaldJournal ContributionA1
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