List of students admitted to B.Sc. Actuarial Science and B.Sc. Programme in Industrial Mathematics & Data Science Academic Year 2026 (Direct Admission Round 2)

List of students admitted AS and IMDS
Attendance Confirmation Form AS and IMDS

Schedule for the Admitted Students

ActivityDate/TimeWebsite
1. Make an enrollment confirmation through Department of Mathematics, Faculty of Science, Mahidol University.Tuesday,28 – Wednesday, 29 April 2026 (8:00 AM – 3:00 PM)https://forms.gle/BR4pzc4HwhV12pFn7
(Failure to confirm enrollment by the deadline will result in enrollment cancellation.
As such, the admitted students shall not claim or sue Mahidol University for any rights arising therefrom.)
2. Check the final list of admitted students confirming in the programsSaturday, 2 May 2026https://mathematics.sc.mahidol.ac.th
3. Make an enrollment confirmation through the TCAS system by the Council of University Presidents of Thailand (CUPT)
   3.1 Register to access the TCAS system by CUPT
(only new users)		At least 5 days prior to enrollment confirmationwww.mytcas.com

   3.2 Make an enrollment confirmation through the TCAS system by CUPT for choosing a program (It can be changed three times).

Failure to confirm enrollment by the deadline will result in enrollment cancellation, and cannot request re-admission
to Mahidol University.

Saturday, 2 – Sunday, 3 May 2026

Announcement of the list of eligible candidates to be interviewed: B.Sc. Actuarial Science And B.Sc. Industrial Mathematics And Data Science, Academic Year 2026 (Round 2)

News /

The interview for the Early Direct Admission to the B.Sc. Programme in Actuarial Science (International Programme) and the B.Sc. Programme in Industrial Mathematics and Data Science (International Programme) will be held on April 25, 2026, at the Department of Mathematics, Faculty of Science, Mahidol University. Please download the list of candidates to be interviewed for […]

Announcement of the list of eligible candidates to be interviewed: B.Sc. Actuarial Science And B.Sc. Industrial Mathematics And Data Science, Academic Year 2026 (Round 2) Read More »

Rate of system pole detection using Hermite-Padé approximantsto polynomial expansions

Uncategorized /

Rate of system pole detection using Hermite-Padé approximantsto polynomial expansions Assawin Supuang and Nattapong Bosuwan In this paper, we investigate the rate at which system poles can be detected using Hermite–Padé approximants constructed from polynomial expansions based on orthogonal and Faber polynomials over a compact set E. Our analysis focuses on certain indicators introduced by

Rate of system pole detection using Hermite-Padé approximantsto polynomial expansions Read More »