📢❌ Computational Mathematics Seminar: Convergence Analysis and Error Estimates of Numerical Approximations for Stochastic Evolution Equations with Leray–Lions Operators
- Author: Lê Thiện Đạt at
- NEWS
📢❌ The Organizing Committee would like to formally announce the cancellation of the seminar in Computational Mathematics entitled:
📘 Convergence Analysis and Error Estimates of Numerical Approximations for Stochastic Evolution Equations with Leray–Lions Operator
📅 Scheduled date: December 30, 2015
This seminar has been cancelled due to unforeseen circumstances. We sincerely apologize for any inconvenience caused and appreciate your understanding.
👨🏫 Speaker: Dr. Le Kim Ngan — Senior Lecturer
🏛️ Affiliation: School of Mathematics, Monash University
🔗 https://www.monash.edu/science/schools/school-of-mathematics/Our-People/staff/ngan-le
🗓️ Time & Venue
⏰ Time: 10:00 AM, Tuesday, December 30, 2025
📍 Venue: Room F207, University of Science,
227 Nguyen Van Cu Street, Cho Quan Ward, Ho Chi Minh City, Vietnam
🌐 Abstract
In this talk, we discuss the Finite Element Method to a general stochastic evolution problem governed by a Leray–Lions type operator. The convergence of the proposed scheme solutions is established using the monotonicity properties of the Leray–Lions operator. Under additional regularity assumptions on the exact solution, error estimates are also derived. In particular, we provide an independent proof of the existence of strong solutions to the problem in the stochastic sense.
🎓 Invitation: We cordially invite faculty members, researchers, and students with an interest in this topic to attend.
👥 Organizing Committee:
✨ Dr. Võ Đức Cẩm Hải (Head of the Department of Mathematics and Computer Science)
✨ Dr. Ông Thanh Hải
📝 Secretaries:
Nguyễn Thị Thùy Oanh, Lê Thiện Đạt & Trần Tuấn Thái