Before that, I was a researcher in the UBC Department of Computer Science in Vancouver, a postdoc at the Max Planck Institute for Software Systems, and a postdoc with Brigitte Pientka's Computation and Logic Group at McGill, where I worked on Beluga.
I work on programming languages from a type-systems perspective, applying types to a broad range of topics. My current research focuses on incremental computation, using types to guide and automate the generation of programs that respond asympotically faster to changing inputs, and on union, intersection and refinement types to represent and verify diverse program properties. These two directions reinforce each other: advanced type systems make type checking difficult, so these type checkers (and associated technologies like SMT solvers) are an attractive target for incrementalization; on the other hand, generating correct incremental programs requires that we check properties about the relationships between pieces of a computation.
For more details, see my CV (last updated March 2017).
Electric trolleybus in Vancouver.
2016: Completed a draft on refinement types for incremental computation.
"Extensible datasort refinements" was accepted to ESOP 2017.
"Sums of Uncertainty: Refinements go gradual" was accepted to POPL 2017. My coauthor, Khurram A. Jafery, received a 2017 CRA Outstanding Undergraduate Researcher award.
2015: "Incremental computation with names" appeared at OOPSLA 2015. "Elaborating evaluation-order polymorphism" appeared at ICFP 2015. Completed a draft on bidirectional typechecking for GADTs and a draft on evaluation-order polymorphism.
2014: I moved from Kaiserslautern to Vancouver.
Two papers have been accepted to the Journal of Functional Programming and will appear in 2014: an extended version of my ICFP 2012 paper on intersection and union types, and an extended version of our ICFP 2011 paper on implicit self-adjusting computation.
2013: The paper "Complete and easy bidirectional typechecking for higher-rank polymorphism" was accepted to ICFP 2013, and the final version is on the arXiv.