Canada
November 12, 2015
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)
The Alberta Wheat Commission (AWC), the Saskatchewan Wheat Development Commission (Sask Wheat), and the Western Grains Research Foundation (WGRF) announced a combined total investment of $3,582,992 over four years for a world-leading, Saskatchewan-based research project focused on advancing wheat genomics that will lead to better productivity and profitability for wheat farmers.
The $8.8-million project, titled Canadian Triticum Applied Genomics (CTAG2), is being led by Dr. Curtis Pozniak of the University of Saskatchewan’s Crop Development Centre and Dr. Andrew Sharpe of the National Research Council Canada and will combine the expertise of genomic researchers and wheat breeders to improve genetic gain.
“This is incredibly important research right now, as wheat is one of the world’s most fundamental food crops and food security has become a major global concern,” says Sask. Wheat Chairman Bill Gehl. “Currently global wheat production needs to increase to meet growing global demands. This type of research will help Saskatchewan wheat farmers meet this increasing demand.”
“This research will result in a value-added breeding model in Western Canada,” says Kent Erickson, AWC Chairman. “By enhancing innovation in breeding techniques, scientists will be better equipped to develop high quality wheat varieties that result in better returns for farmers.”
“Our investment builds on Dr. Pozniak’s current wheat genomics research of which WGRF is also a funding partner,” says Dave Sefton, WGRF Chairman. “Our funding of Dr. Pozniak’s research has enabled him to participate in the International Wheat Genome Sequencing Consortium to help development of a wheat genome sequence. This work will ultimately result in better wheat varieties for Western Canadian farmers.”
Other co-funders of the project include the Agriculture Development Fund/Saskatchewan Ministry of Agriculture, Manitoba Agriculture, Genome Canada, Viterra, SeCan, University of Guelph, DuPont Pioneer, Bayer CropScience, the International Wheat Genome Sequencing Consortium (IWGSC), and Manitoba Agriculture.
About the project
Dr. Curtis Pozniak of the University of Saskatchewan’s Crop Development Centre is leading the CTAG2 team, with scientists participating from four Canadian research institutions: The National Research Council Canada, Agriculture and Agri-Food Canada, University of Guelph, and the University of Regina.
The CTAG2 team will continue to work with the IWGSC to generate a high quality reference of wheat and drive innovation in wheat breeding by developing genomic strategies to improve utilization of untapped genetic variation from related species.
A major goal of the CTAG2 project is the development of a “breeder-friendly” genotyping platform to allow whole genome selection for agronomically important traits. The end result will be a useful tool for wheat breeders to enable development of improved cultivars that are more productive, resistant to disease and pests, and resilient to heat and drought stresses. These cultivars will provide wheat farmers with crops that are more productive, profitable and environmentally sustainable.