Frédéric LACROIX

E-Card

Frédéric LACROIX
Adjunct Professor – Piano; Accompaniment; Piano Ensembles; Piano Literature; Composition


Work E-mail: flacroix@uottawa.ca

Frédéric Lacroix photo at keyboard

Biography

Frédéric Lacroix has performed in Canada, the United States, Europe, and Asia as a soloist, chamber musician, and collaborative pianist. He has made regular radio appearances on the Canadian CBC and SRC or the American NPR. Following the University of Ottawa’s purchase of a fortepiano in 1997, Frédéric has devoted part of his time to the study and performance of music on period keyboard instruments, for which he was recognized as the Westfield Center Performing Scholar for the 2008-09. He has recently performed Mozart piano concertos on the fortepiano with the Albany Symphony Orchestra, the Cape Cod Symphony Orchestra and the Ottawa Chamber Orchestra.

Intrigued by the seemingly infinite diversity of new music, Frédéric has enjoyed collaborating with composers and performers in the premiere of a number of Canadian and American works. Frédéric is also active as a composer, having composed for the Ottawa Chamber Music Festival, the Society of American Music, the Canadian University Music Society, the Choeur Classique de l’Outaouais and other noted Canadian musicians. His song cycle, Nova Scotia Tartan (2004), is featured on Hail, a disc dedicated to Canadian Art Song.

Much in demand as collaborative artist, teacher, adjudicator and composer, he currently teaches at the University of Ottawa. He is equally busy in the summer, having participated in a number of music festivals, in the Ottawa region, throughout Canada, and in the United States. He holds degrees from the University of Montreal, the University of Ottawa, and Cornell University, where herecently completed his Doctorate degree in keyboard performance practice with the influential Malcolm Bilson. His other teachers include Marc Durand, Cynthia Floyd, Andrew Tunis, Jean-Paul Sévilla and Monique Collet-Samyn

Fields of Interest

  • Piano
  • Composition
Back to top