Researcher

Fournier2 (1024x977)

Richard Fournier

Department of Mathematics

Dr. Fournier鈥檚聽current research in Mathematical Analysis is now funded by two grants聽 (Programme de Recherche pour les enseignants de Coll猫ge and a team grant). He is an adjunct professor at Universit茅 de Montr茅al and a member of the Analysis Laboratory of the Centre de Recherches Math茅matiques at the same university.聽 He also serves as an associate editor for two journals, 聽 and the .

Contributions to Dawson’s Community

Richard Fournier is involved in the annual 星空传媒视频 Mathematics Competition. He also is a regular contributor to the Dawson Research Journal of Experimental Science.

Publications

  • (with Jason Da Silva Castanheira), 鈥淎 reversed Cauchy-Schwarz-Bunyakovsky inequality鈥, Dawson Research Journal of Experimental Science 11(2016), 26-28.
  • (with St. Ruscheweyh), 鈥淩emarks on two inequalities for polynomials in the unit disk鈥, to appear in Progress in Approximation Theory and Applicable Complex Analysis, Springer-Verlag (2017).
  • (with St. Ruscheweyh), 鈥淥n two interpolation formulas for complex polynomials鈥, to appear in New Trends in Approximation Theory, Springer-Verlag (2017).
  • 鈥淥n a new proof and an extension of Jack鈥檚 lemma鈥 to appear in Journal of Applied Analysis, De Gruyter (2017).
  • (with H. Barnaby) ,鈥淎 Proof of Riemann鈥檚 Rearrangement Theorem for Alternating Series鈥, Dawson Research Journal of Experimental Science (2014), 9-10.
  • 鈥淎 New Class of Inequalities for Polynomials鈥,聽Rocky Mountain J. Math. 44 (2014), 1171-1181.

Talks Given

  • Three polynomial inequalities for the price of one! Winter Meeting of the Canadian Mathematical Society (Niagara Falls), December 2016.
  • On various proofs of Jack鈥檚 lemma. Congressio Mathematica, University of Warmia in Olsztyn (Poland), September 2016.
  • On Bernstein and Markov type Inequalities. New Trends in Approximation Theory, Fields Institute (Toronto), July 2016.
  • Fonctions et In茅galit茅s. 星空传媒视频, Camp math茅matique de l鈥橝MQ, June 2016.
  • A new proof and an extension of Jack鈥檚 lemma. Universitaet Wuerzburg, Analysis Seminar, January 2016.
  • On Jack鈥檚 lemma and extremal polynomials,聽AMS Meeting in Lubbock, Texas Tech University , April 2014.

Last Modified: February 7, 2017