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Who or what inspired you to become a scientist?
I decided that I wanted to become a mathematician during my undergraduate studies at Queen’s University. I found my math courses fascinating, and I had some wonderfully supportive professors and peers. I also had the opportunity to take part in summer research at York University. By the end of my undergraduate years, I was sure that I wanted to become a math professor!

What’s the focus of your research?
I work in algebraic geometry, a broad and highly-developed subfield of mathematics. At its core, algebraic geometry is the study of solutions to systems of polynomial equations, called algebraic varieties. Since polynomial equations arise in many different situations, algebraic geometry does too. Indeed, the subject has importance in mathematics, the sciences, and beyond.
My research focuses on understanding the structure of certain families of highly symmetric algebraic varieties. In many instances, interesting geometric questions about these algebraic varieties can be translated to combinatorial problems, and then solved.

When you’re not at work, what do you enjoy doing?
Outside of mathematics, I enjoy music (including playing the saxophone), staying active, and spending time with family. These days, I especially enjoy going for walks and hikes with my husband and dog.

Jenna received her undergraduate degree from Queen’s University (2007) and Ph.D. from Cornell University (2013). Since leaving Cornell, Jenna spent time at the Mathematical Sciences Research Institute (MSRI) in Berkeley as a research member, the University of Michigan as a postdoc, and the University of Saskatchewan as an Assistant Professor.