National Taiwan University (NTU) offers a Calculus course designed to provide students with a foundational understanding of mathematical principles essential for various scientific and engineering disciplines. The course covers key concepts such as functions, limits, derivatives, integrals, and series, along with their applications. It aims to develop analytical and problem-solving skills through lectures, practice problems, and resource materials.
The curriculum is structured into comprehensive chapters covering the core topics of differential and integral calculus, as well as advanced topics like series, vectors, and differential equations. Each chapter is further broken down into specific modules.
English proficiency requirement is waived for applicants from English-speaking countries, or for those whose previous degree was obtained from or conducted in an English-speaking country (proof required).
The estimated cost of living is per semester and does not include tuition and fees. It is based on an exchange rate of USD 1 = NTD 30.
You need to meet the general entry requirements, including academic qualifications and English proficiency (CEFR B2 or above). Proof of English proficiency is waived for applicants from English-speaking countries or those whose previous degree was conducted in English.
You must complete the online application form via the NTU admissions portal, prepare required documents such as graduation certificates, transcripts, a study plan, and proof of English proficiency, and pay the application fee before the deadline.
For February entry in 2026, the application deadline is September 18, 2025. For September entry in 2026, Round 1 deadline is November 13, 2025, and Round 2 deadline is January 15, 2026.
Tuition fees are not specified. The estimated cost of living is NT$ 84,000 – 113,000 per semester, excluding tuition and fees.
You can apply for the Taiwan Government Scholarship, which is government-funded. The NTU Scholarship, funded by the university, may also be available for new and continuing degree students.
The course covers foundational mathematical principles including functions, limits, derivatives, integrals, series, vectors, and differential equations, aiming to develop analytical and problem-solving skills.