LAMIRI IMED Curriculum Vitae PERSONAL DETAILS Birth September 27, 1969 Nationality Tunisian Profession Professor of university Address 05 streets Aouled Haffouze Ksar Hellal, 5070, Monastir. Phone (+216) 98 675 433 – 73 356 937 Mail Imed.Lamiri69@gmail.com EDUCATION AND DIPLOMAS (HDR) Habilitation thesis to supervise research in Mathematics June 2013 Sousse University Title: Contributions to the study of polynomial sets Jury composed of: • Pr. Slaim Ben Farah, President. • Pr. Walter Van Assche Reporter. • Pr. Maher Milli Reporter. • Pr. Youssef Ben Cheikh Member. • Pr. Hamza Chaggara Member. (Ph.D) Thesis in Mathematics June 2008 Faculty of Sciences of Monastir. Title: Some problems related to generalized hypergeometric polynomials. Jury composed of: • Pr. Khalifa Harzallah President. • Pr. Youss`ef Ben Cheikh Director. • Pr. Paolo Emilio Ricci Reporter. • Pr. Najib Ben Salem Reporter. • Pr. Lotfi Kammoun Member. Master of Mathematics May 2005 Faculty of Sciences of Monastir. Title: Generating Functions via Lie group theory Jury composed of; • Pr. Mohamed Salmi President. • Pr. Youss`ef Ben Cheikh director. • Pr. Slaim Ben Farah Member. Mastery in Mathematics (Maîtrise) 5June 1994 June 1994 Faculty of Sciences of Tunis. Diploma of higher university in Math-Physics (D.U.E.S) September 92 Faculty of Sciences of Tunis. Bachelor’s degree Math-Sciences (Baccalauréat) June 1990 High School of Ksar Hellal PROFESSIONAL EXPERIENCE Associate professor in Mathematics (Maître de conference) 5J 2015-Now Higher School of Sciences and Technology of Hammam Sousse. Assistant Master in Mathematics (Maître assistant) 5J 2010-2014 Higher School of Sciences and Technology of Hammam Sousse. Assistant in Mathematics 5J 2007-2010 Higher School of Sciences and Technology of Hammam Sousse. Secondary school teacher 5J 1995-2007 Higher Institute of Computer Science and Communication Techniques Hammam Sousse Secondary school at Tabarka Secondary School, Jendouba Secondary School at Souk Lahad High School, Kebeli PEDAGOGICAL CONTRIBUTIONS Fascicle 1:5J "51.7.195" - Title: Sequences, Series and Integrals. - Level: Second year’s university license mathematic. - Module: Series and Integrals I. - Reference: Library of the Higher School of Sciences and technology, Hammam Sousse. Fascicle 2:5J "51.7.196" - Title: Holomorphic functions and complex integration. - Level: Second year’s university license mathematic. - Module: Series and Integrals II. - Reference: Library of the Higher School of Sciences and technology, Hammam Sousse. RESEARCH ACTIVITY Research Damain:5J Special functions and orthogonal polynomials. Keywords Hypergeometric functions; basic hypergeometric functions, generating functions; Meijer functions ; quasi-monomiality; polynomials of the Boas-Buck type; orthogonality; d-orthogonality; d-symmetric polynomials; linearization coefficients; Askey-scheme; Askey-Wilson-scheme. Research laboratory 5J LR 11 ES 35 Member of research laboratory of Mathematics and Physics, special functions and Applications. SUPERVISION WORK Ph.D Students • Jihen Weslati, 5J Now Title: Some properties of the d-orthogonal polynomials. In preparation. Master Students 1. Nesrine Mejbri, January 2016 5Title: Study of the Eulerian and hypergeometric functions 2015-Now 2. Jihen Weslati, December2015 Title: Generality on the theory of orthogonal polynomials January 2016 PUBLICATIONS 1. Y. BEN CHEIKH AND I. LAMIRI, Generating functions via integral transforms, J. Math. Anal. Appl. 331 (2007), 1200–1229. 2. H. CHAGGARA AND I. LAMIRI, Linearization coefficients for Boas-Buck polynomial sets, Appl. Math. Comput. 189 (2007), 1533–1549. 3. I. LAMIRI AND A. OUNI, d-Orthogonality of Humbert and Jacobi type polynomials, J. Math. Anal. Appl. 341 (2008), 24–51. 4. I. LAMIRI AND A. OUNI, d-Orthogonality of Hermite type polynomials, Appl. Math. Comput. 202 (2008), 24–43. 5. Y. BEN CHEIKH, I. LAMIRI AND A. OUNI, On Askey-scheme and d- orthogonality, I : A characterization theorem, J. Comput. Appl. Math. 233 (2009), 621– 629. 6. Y. BEN CHEIKH, I. LAMIRI AND A. OUNI, d-Orthogonality of Little q-Laguerre type polynomials, J. Comput. Appl. Math. 236 (2011), 74–84. 7. Y. BEN CHEIKH AND I. LAMIRI, On obtaining dual sequences via inversion coefficients, Lecture Notes of Seminario Interdisciplinare di Matematica. 9 (2010), 23–38. 8. I. LAMIRI, d -Orthogonality of discrete q-Hermite type polynomials, Journal of Approximation Theory, 170 (2013), 116–133. 9. I. LAMIRI AND A. OUNI, d -Orthogonality of some basic hypergeometric polynomials, Georgian Math. J. 20 (2013), 729 – 751. 10. I. LAMIRI AND A. OUNI, d -Orthogonality and q-Askey-scheme, Georgian Math. J. 23 (2016); (2): 239–252. 11. I. LAMIRI AND J. WESLATI, Asymptotic analysis for the Askey-scheme of hypergeometric d-orthogonal polynomials, Georgian Math. J. 28 (2020); (3): 383–400. 11. I. LAMIRI AND J. WESLATI, Limit relations involving 2-orthogonal polynomials, Integral Transforms and Special Functions 32 (2021); (5-8), 545-559. COMMUNICATIONS AND CONFERENCES 1. Member of the organizer committee of the Summer School OPSF-S8 2018, which held in University of Sousse, (Tunisia) 2. Participation in the 12th International Symposiumon “ Orthogonal Polynomials, Special Functions and Applications” which took place at the University of Sousse (Tunisia) in March 2013, with a talk entitled ”d-Orthogonality of some basic hypergeometric polynomials ”. 3. Participation in the 11th International Symposium “Orthogonal Polynomials, Special Functions and Applications ” which took place at the University of Leganés (Spain) in July 2011, with a presentation entitled ”d- Orthogonality of discrete q-Hermite type polynomials ”. 4. Participation in the 10th International Symposium “Orthogonal Polynomials, Special Functions and Applications” which took place at the University Leuven (Belgium) in July 2009, with a presentation entitled ”d- Orthogonality of Little q-Laguerre type polynomials. 5. Participation in the First International Workshop on Orthogonal Polynomials and their Applications which took place at the University of Annaba (Algeria) in December 2004. 6. Co-author of a talk entitled ”Askey-scheme and d-orthogonality Presented by Professor Youssef Ben Sheikh at Ninth International Symposium on Orthogonal Polynomials, Special Functions and Applications Which took place in Marseilles- Luminy (France) in July 2007. SKILLS Languages Arabic (mother language) English French Software Maple, LATEX.