
MathPath
What Is MathPath? MathPath is a four-week Summer Program for middle school students showing high interest in mathematics. The experience will extend their knowledge and skills in mathematics and …
MathPath - Frequently Asked Questions
MathPath is the oldest program in the US for middle-school-age students with high interest in mathematics. Many students who attend MathPath are taking high school or university courses; and …
MathPath - How To Apply
The applicant should ask a math teacher, math coach, or someone else who knows them mathematically to serve as an mathematical recommender for them for MathPath 2026.
MathPath - Academics
MathPath is a four-week residential summer program for students showing high promise and interest in mathematics. The goal of MathPath is to extend their knowledge and skills in mathematics and to …
MathPath - Who Applies?
Students who are accepted to MathPath possess three primary attributes: they are smart, they love math, and they are tenacious. These qualities are shown through our application process - primarily …
MathPath - How To Apply
Relish the opportunity to think about interesting mathematics. Delight in the chance to show us your personality through your responses to our brief application questions.
MathPath - Testimonials
"MathPath is a place for math-loving middle schoolers to dive deep into interesting ideas and problems in a nurturing and safe environment surrounded by peers who care about math as much as they do.
MathPath - A MathPath Day
These sessions will include an emphasis on developing proof-writing through analysis of solutions to the problems on the Qualifying Test and cultivating connection and community through mathematics and …
MathPath - Why MathPath?
Each student gets significant choice in what they get to study while at MathPath, leading to individualized curricula for each student tailor-made for students to have fun learning math!
MathPath - Story
The thrust of the program continues to be four-fold: Teach the craft of mathematical writing, inculcate the importance of proof, practice the heuristics of problem-solving, and provide a unified view of …