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Eric Gautier, and Erwan Le Pennec
vol. 12, n. 1, 2018, pp. 277–320
Nina Hestermann, and Nicolas Pistolesi
vol. 211, 2018, pp. 177–193
This study assesses the impact of a French educational policy reform aimed at improving the match between students and their chosen field of study at university. As part of this reform, upon applying for entry to an undergraduate degree course, students are informed about their likelhood of...
Carole Haritchabalet
Xavier Bioy (ed.), 2018
Jean-Paul Azam, and Véronique Thelen
Edward Elgar, 2018
This book offers a unique and insightful econometric evaluation of the policies used to fight transnational terrorism between 1990 and 2014 using a sample of 124 countries. It proves that foreign aid plays a crucial role by inducing recipient governments to protect the donors’ political and...
Xavier Bioy (ed.), chapter 7, 2018
Marion Robert, Alban Thomas, Muddu Sekhar, Hélène Raynal, Éric Casellas, Pierre Casel, Patrick Chabrier, Alexandre Joannon, and Jacques Eric Bergez
2018, pp. 123–135
Eric Avenel, and Stéphane Caprice
vol. 69, n. 1, 2018, pp. 5–28
We analyze the impact of an entry threat at the downstream level on the ability of a pair of vertically integrated incumbents to collude. Entrants depend on the vertically integrated firms on the intermediate market for the purchasing of good. While the entry threat leaves collusion profits...
Bénédicte Alziary Chassat, and Jacqueline Fleckinger
vol. 71, 2018, pp. 3–13
Combining the results of a recent paper by Fleckinger-Hernández-de Thélin for a non cooperative 2 x 2 system with the method of PhD Thesis of M. H. Lécureux we compute the sign of the solutions of a n x n non-cooperative systems when the parameter varies near the lowest principal eigenvalue of the...
vol. 41, 2018, pp. 21–30
We show how the solutions to a 2 X 2 linear system involving Schrödinger operators blow up as the parameter y tends to some critical value which is the principal eigenvalue of the system; here the potential is continuous positive with superquadratic growth and the square matrix of the system is...
