Improving Information Retrieval by Combining User Profile and Document Segmentation. - Sylvie Lainé-Cruzel; Thierry Lafouge; J. P. Lardy; N. B. Abdallah (Inf. Process. Manag., 1996)

A new explanation of the geometric law in the case of library circulation data. - Thierry Lafouge; Sylvie Lainé-Cruzel (Inf. Process. Manag., 1997)

A new explanation of the negative binomial law and the Poisson law with regard to library journal circulation data. - Thierry Lafouge; Eric Guinet (J. Inf. Sci., 1999)

Demand for Scientific Articles and Citations: An Example from the Institut de l'information scientifique et technique (France). - Jean-Michel Salaün; Thierry Lafouge; Cherifa Boukacem (Scientometrics, 2000)

Links between information construction and information gain. Entropy and bibliometric distributions. - Thierry Lafouge; Christine Michel (J. Inf. Sci., 2001)

Clusterisation du Web en vue d'extraction de corpus homogènes. - Camille Prime-Claverie; Michel Beigbeder; Thierry Lafouge (INFORSID, 2002)

Transposition of the cocitation method with a view to classifying Web pages. - Camille Prime-Claverie; Michel Beigbeder; Thierry Lafouge (J. Assoc. Inf. Sci. Technol., 2004)

Metadata Propagation in the Web Using Co-Citations. - Camille Prime-Claverie; Michel Beigbeder; Thierry Lafouge (Web Intelligence, 2005)

Production and use of information. Characterization of informetric distributions using effort function and density function: Exponential informetric process. - Thierry Lafouge; Camille Prime-Claverie (Inf. Process. Manag., 2005)

An interpretation of the effort function through the mathematical formalism of Exponential Informetric Process. - Thierry Lafouge; Agnieszka Smolczewska (Inf. Process. Manag., 2006)

On the relation between the Maximum Entropy Principle and the Principle of Least Effort. - Leo Egghe; Thierry Lafouge (Math. Comput. Model., 2006)

The source-item coverage of the exponential function. - Thierry Lafouge (J. Informetrics, 2007)

On the relation between the Maximum Entropy Principle and the principle of Least Effort: The continuous case. - Abdelatif Agouzal; Thierry Lafouge (J. Informetrics, 2008)

Comparative analysis between impact factor and h-index for pharmacology and psychiatry journals. - Pascal Bador; Thierry Lafouge (Scientometrics, 2010)

The source-effort coverage of an exponential informetric process. - Thierry Lafouge; Abdelatif Agouzal (J. Informetrics, 2015)

The deconstruction of a text: the permanence of the generalized Zipf law - the inter-textual relationship between entropy and effort amount. - Thierry Lafouge; Abdellatif Agouzal; Genevieve Lallich (Scientometrics, 2015)

Relationships between consumption, publication and impact in French universities in a value perspective: a bibliometric analysis. - Cherifa Boukacem-Zeghmouri; Pascal Bador; Thierry Lafouge; Hélène Prost (Scientometrics, 2016)

A remarkable example in three-dimensional informetrics. The geometric law: Distribution of use or distribution of structure? - Abdellatif Agouzal; Thierry Lafouge (J. Informetrics, 2017)

French publishing attitudes in the open access era: The case of mathematics, biology, and computer science. - Cherifa Boukacem-Zeghmouri; Hans Dillaerts; Thierry Lafouge; Pascal Bador; Aude Sauer-Avargues (Learn. Publ., 2018)

Relationship between the principle of least effort and the average cost of information in a zipfian context. - Abdellatif Agouzal; Thierry Lafouge; Marc Bertin (J. Informetrics, 2024)