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Issue Date	Title	Author(s)	Type	Cat.
2025	Mathematical reflections on modified fractional counting	EGGHE, Leo ; ROUSSEAU , Ronald	Journal Contribution	A1
2024	Networks and their degree distribution, leading to a new concept of small worlds	EGGHE, Leo	Journal Contribution	A1
2024	The small-world phenomenon: a model, explanations, characterizations, and examples	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2024	Mathematical informetrics: Hirsch-type equations and bundles	EGGHE, Leo	Journal Contribution	A1
2024	Extended Lorenz majorization and frequencies of distances in an undirected network	EGGHE, Leo	Journal Contribution	A1
2023	The Hirsch Function and its Properties	EGGHE, Leo	Journal Contribution	A1
2023	Global impact measures	EGGHE, Leo ; Rousseau , Ronald	Journal Contribution	A1
2023	Global informetric impact: A description and definition using bundles	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2022	Impact measures: What are they?	EGGHE, Leo	Journal Contribution	A1
2022	Convergence of Impact Measures and Impact Bundles	EGGHE, Leo	Journal Contribution	A1
2022	Rank-frequency data and impact in a continuous model: Introducing impact bundles	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2022	The Generalized e-bundle	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2021	The h‑index formalism	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2021	A theory of pointwise defined impact measures	EGGHE, Leo	Journal Contribution	A1
2020	Polar coordinates and generalized h-type indices	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2020	Minimal Impact One-Dimensional Arrays	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2020	h-Type indices, partial sums and the majorization order	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2019	Infinite sequences and their h-type indices	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2019	Solution by step functions of a minimum problem in L-2[0,1], using generalized h- and g-indices	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1
2019	Measures of linear type lead to a characterization of Zipf functions	EGGHE, Leo ; ROUSSEAU, Ronald	Journal Contribution	A1

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