报告题目： Unconditionally stable and solvable numerical schemes for gradient flows (10 Lectures)
报告人： Prof Wang, Cheng Department of Mathematics, University of Massachusetts Dartmouth
时间：5.21(周四)下午3:00-5:00（维格堂119）; 5.22(周五)下午3:00-5:00;
6.1（周一）上午9:00-11:00； 6.2(周二) 下午3:00-5:00;
6.3(周三) 下午3:00-5:00; 6.12 (周五)下午3:00-5:00;
6.15(周一) 上午9:00-11:00； 6.16(周二)下午3:00-5:00;
6.22(周一) 上午9:00-11:00； 6.23(周二)下午3:00-5:00；
地点：数学楼二楼学术报告厅（地点若有变动，按课前通知为准）
主题：
1. Gradient system; convex-concave decomposition
2. Convex splitting numerical algorithm; unconditional energy stability; unconditional solvability
3. Second order accurate convexity splitting
4. Fully discrete schemes
5. Numerical stability in higher order Sobolev norms
6. Phase field crystal (PFC) equation
7. Epitaxial thin film equation
8. A linear splitting for no slope selection model
9. Square phase field crystal (SPFC) equation
10. Modified phase field crystal (MPFC) equation