Serious Math Training for Long-Term Growth

Our Approach

Competition math is not just about solving more problems. It is about learning how to think clearly, persist through unfamiliar ideas, and develop habits that continue to matter as problems become harder. Many students continue working hard, but find that progress becomes less clear or harder to sustain without a more structured approach.

As students progress, deeper growth often depends on more than practice alone. It requires thoughtful structure, honest reflection, and a clearer sense of how different skills build over time.

We work in small, discussion-based settings where students learn to explain their thinking, refine their reasoning, and build stronger mathematical judgment over time.

Cohort Admissions

We are currently forming a small cohort of students who are ready for deeper challenge and steady growth. Our admissions process includes:

• Initial an initial inquiry,
• Short take-home a short take-home diagnostic,
• and a follow-up recommendation.

The goal is not to screen for perfection. We care much more about reasoning, communication, and commitment than quick answers. We work with students at different stages, including those who are doing well but are looking for more clarity in how to continue improving.

Submit an Inquiry

Current Launch Timeline

We are currently reviewing inquiries and speaking with families on a rolling basis.

Our first cohort will be confirmed once we have a strong group of students who are well matched in pace, readiness, and commitment. We expect to finalize the initial cohort within the next few weeks.

Families who complete the admissions process will receive a clear recommendation and next steps. We aim to ensure that students are not left waiting indefinitely.

Individualized Support

For students whose stage, goals, or pacing are not well suited to a cohort setting, limited individualized support may be available.

These cases are considered selectively and are typically intended to support longer-term development rather than short-term problem solving.

About the Instructor

The program is led by a mathematician with a strong background in both competition math and advanced mathematical study.

As a student, he competed at a high level in the Chinese Mathematical Olympiad and later completed a PhD in mathematics in the United States. He has also been involved in evaluating advanced student work in academic settings.

His teaching emphasizes clear thinking, honest self-reflection, and long-term growth. The goal is not just stronger short-term results, but helping students build the habits and judgment needed to keep progressing as the material becomes more demanding.

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