Stanford University Residential Mathematics Camp (SUMaC)
Stanford advanced mathematics program
SUMaC is a residential mathematics program at Stanford University for high school students to study advanced algebra, topology, and number theory. Need-based financial aid is available.
Mode
In-Person
Fee
$8,950
Participation format
Individual
Duration
Approximately 6 weeks
Time needed
Residential, 4 weeks
Eligibility
Open to high school sophomores and juniors (ages 15-18) with strong mathematics backgrounds. International students welcome. Selection is competitive based on a mathematical problem set application and essays.
- Grade level
- Grade 10 to 11
- Age range
- 15 to 18 years
- Eligibility region
- Available nationwide across India
- Academic requirement
- Strong mathematics background; competitive selection based on mathematical ability demonstrated through application problem set and essays
- Prerequisites
- Strong high school mathematics background; familiarity with proof-based mathematics preferred for Program II
See if your child qualifies.
Rewards and recognition
Certificate
Certificate of completion from Stanford University
Participants receive a completion certificate from Stanford University's mathematics department.
Opens doors to
SUMaC participation is widely recognized by college admissions as a mark of exceptional mathematical talent.
Recognition
Premier pre-college mathematics program globally
Skills your child builds
Key dates
Last edition
- Registration opened
- 1 Jan 2026
- Registration closed
- 2 Feb 2026
- Dates
- 21 Jun 2026 to 17 Jul 2026
How to apply
- 1Pay $60 non-refundable application fee and complete online application including mathematical problem set, personal essays, and teacher recommendations.
- 2Acceptance decisions and financial aid notifications sent to applicants
Rules and guidelines
- Full residential participation required for the duration of the program
- Students must complete all coursework, problem sets, and research project
Fees and financial support
Fee details
Program fee is approximately $8,950 USD covering tuition, room, and board. A $60 non-refundable application fee is also required. Financial aid is available based on demonstrated need.
About this opportunity
The Stanford University Mathematics Camp (SUMaC) is a rigorous, residential summer mathematics program offered by Stanford University's Department of Mathematics. Designed for mathematically talented high school students, SUMaC offers two parallel programs: Program I (abstract algebra and number theory) and Program II (algebraic topology), catering to different experience levels.
Both programs combine daily lectures by Stanford faculty, collaborative problem-solving sessions, and a culminating research project. Students live on Stanford's campus and have access to university facilities and faculty. The program runs for approximately six weeks in June and July. SUMaC is internationally recognized as one of the premier pre-college mathematics programs in the world, regularly drawing students who have competed at the national and international mathematics olympiad level.
Financial aid is available based on demonstrated need. An application fee of $60 is required to apply.
What your child will do
- Daily faculty lectures
- Problem-solving workshops
- Collaborative research projects
- Campus tours and Q&A with Stanford students
Mentors and faculty
Stanford mathematics faculty and graduate students
Languages
Academic details
Difficulty: Advanced
What's covered
Program I: abstract algebra and number theory with faculty lectures and problem sessions. Program II: algebraic topology for more experienced students. Both conclude with a research project.
Frequently asked questions
How does participation in SUMaC impact a student's academic profile for college admissions?
Participation in SUMaC significantly enhances a student's academic profile, demonstrating a strong commitment to advanced mathematics and intellectual curiosity. It is highly regarded by top universities globally, including Stanford, as a mark of exceptional talent and rigorous academic engagement.
What is the typical daily schedule for students attending the residential program?
The daily schedule is structured and intensive, typically including morning lectures by Stanford faculty, afternoon collaborative problem-solving sessions with teaching assistants, and dedicated time for individual study and research projects. Evenings often feature optional academic talks, social activities, and supervised free time on campus.
How are students supported academically and personally during the intensive four-week program?
Students receive extensive support through small group problem sessions, access to Stanford faculty and graduate student mentors, and dedicated residential advisors. The program fosters a collaborative learning environment, and staff are available 24/7 to assist with academic challenges or personal well-being.
What are the long-term benefits for students who complete the SUMaC program?
Completing SUMaC provides students with a deep understanding of advanced mathematical concepts, enhanced problem-solving and proof-writing skills, and invaluable research experience. It also offers networking opportunities with peers and faculty, fostering a strong foundation for future academic and career pursuits in STEM fields.
How does the program ensure a good fit between the student's mathematical background and the program's rigor?
The application process, particularly the mathematical problem set, is designed to assess a student's readiness for the program's advanced curriculum. This rigorous selection ensures that all admitted students possess the foundational knowledge and aptitude to thrive in the challenging academic environment, fostering a cohesive and high-achieving cohort.
What should applicants consider when choosing between Program I and Program II?
Applicants should carefully review the curriculum for both Program I (abstract algebra and number theory) and Program II (algebraic topology). Program II is generally recommended for students with prior exposure to proof-based mathematics. Consider your current mathematical strengths and future interests when making this choice.
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