A graduate of Mount Douglas Secondary School in Saanich, British Columbia, has become the first student from that institution to receive the Schulich Leader Scholarship, the largest undergraduate award in Canada. Jason Zhang, who completed his studies at Mount Doug, will receive $100,000 to support his education at the University of Victoria (UVic) beginning in fall 2024.
The scholarship covers full financial needs, including tuition, living expenses, and other costs, allowing Zhang to pursue a combined major in mathematics and data science without the burdens of student debt or part-time work.
Schulich Leader Scholarship: A National STEM Award
The Schulich Leader Scholarship program was established in the early 2010s by Canadian businessman and philanthropist Seymour Schulich, who made a major philanthropic gift to launch the initiative. The program aims to develop future leaders in science, technology, engineering, and mathematics (STEM).
Each year, 100 scholarships are awarded to Canadian high school graduates pursuing STEM fields. The maximum value is $100,000 for students entering engineering programs and $80,000 for those in science, technology, or mathematics programs. Actual amounts can vary based on program length and institutional costs, but the headline figures place these awards among the largest undergraduate scholarships in the country. Now in its second decade, the program has distributed tens of millions of dollars to students across Canada.
Hundreds of high schools nominate one candidate each year for the competitive award. Zhang’s $100,000 award places him in the top tier of recipients, as that amount is designated for engineering but his program falls under mathematics and data science.
Zhang stated in a news release that the scholarship allows him to focus on academics and extracurriculars without financial worry.
Zhang’s Academic Path and University Choice
Zhang plans to enroll in a combined major in mathematics and data science at UVic. Data science has become a critical discipline across industries, from finance to healthcare to technology, while mathematics provides the theoretical foundation for the algorithms and models that drive data analysis.
UVic, located on the southern tip of Vancouver Island, has built a reputation for its mathematics and data science programs. The university’s location aligned with Zhang’s personal preferences, as his lifestyle and hobbies are centered on Vancouver Island. After receiving an offer from UVic, Zhang also received an offer from McGill University, but he chose UVic due to these personal factors. The selection process was competitive.
Mount Douglas Secondary School now has its first Schulich winner, a milestone that reflects Zhang’s individual achievement and the school’s growing involvement in the scholarship’s competitive landscape. For Zhang, the $100,000 award covers all financial aspects of his education, unlike smaller scholarships that only address part of a student’s costs.
Broader Impact of the Program
Zhang will begin his studies at UVic in fall 2024. The scholarship’s full financial support means he can concentrate on coursework and extracurricular activities without the pressure of student debt or part-time work.
For other students in British Columbia and across Canada, the Schulich program continues to offer a clear pathway to STEM education without financial barriers. With the cost of post-secondary education rising, such awards can shape a student’s academic choices and long-term career path. The program also encourages high-achieving students to stay in Canada for university, strengthening the country’s pipeline of skilled graduates in fields that drive innovation and economic growth.
By reducing a significant financial barrier for talented young people, the Schulich Leader Scholarships help ensure that the next generation of STEM leaders can focus on their studies and develop expertise critical to Canada’s future. For now, Zhang is the first from Mount Doug to receive this honor, and the $100,000 figure underscores the transformative potential of such support.
