2.07 Jüri Majak, Tallinna Tehnikaülikooli dekanaadi programmijuht

2.07 Jüri Majak, Tallinna Tehnikaülikooli dekanaadi programmijuht

🎙 Jüri Majak 👥 1K 📅 November 18, 2025 ⏱ 23 min 👁 27 📄 expert opinion 🧭 2026-08-16
Available in: English (current) Français

Keywords

Haar waveletsconvergence ratePareto frontmulti-criteria decisionAI-based optimization

Summary

Jüri Majak, a program manager at Tallinn University of Technology, presents his research and supervision activities at a conference for academic candidates. He discusses two main research directions: the Haar wavelet method for solving differential equations and AI-based optimization algorithms. He highlights his work on improving the convergence rate of the Haar wavelet method, achieving higher-order convergence compared to the original 1997 method. He also presents several applied projects with doctoral students, including optimization of glass panels, wind turbine geometry, and a fourfold reduction in force for a fastening component. He emphasizes the importance of AI in optimization problems with discrete variables and non-differentiable functions. He mentions his involvement in multi-criteria decision-making methods and his contribution to society through supervising doctoral students, many of whom work with Estonian industry. He answers questions about funding, patents, and the need for mathematicians in engineering.

142 words

Critical Evaluation

Value of the Information & Strength of the Argument

The talk provides valuable insights into applied mathematics and optimization, with concrete examples and results. The speaker’s argumentation is solid, based on his own research and that of his students. He clearly explains the benefits of his improved Haar wavelet method, showing significant computational savings. He also demonstrates the practical impact of his work through industrial applications. However, the talk is more of an overview than a detailed technical exposition, and some claims lack rigorous justification in the presentation.

88 words

Title / Content Match

The title is a label for the video, not descriptive of content. The actual talk title is 'Vähemaga paremini' (Less but better), which is somewhat reflected in the content about optimization and efficiency.

Quality & Reliability

7/10

The speaker is a researcher at Tallinn University of Technology, presenting his own work and that of his doctoral students. The talk is a conference presentation, not peer-reviewed, but the speaker demonstrates expertise and provides specific technical details. The claims are plausible and align with known numerical methods and optimization techniques.

Key Moments

Cited Sources

  • Convergence theorem for Haar wavelet method — Mentioned as the first important article on the convergence of the Haar wavelet method.
  • Error estimate for Haar wavelet method — Mentioned as the second important article on error estimation.
  • Higher-order method based on parameter-dependent development — Mentioned as the third important article on the higher-order method.

Concurring Sources

  • Composite Structures — Journal where the speaker published his work on the Haar wavelet method.
  • Composite Part B — Another journal where the speaker published his work.

Contribution & Novelties

The talk presents the speaker’s original contributions to numerical methods, specifically the improvement of the Haar wavelet method to achieve higher-order convergence. This is a novel development that offers significant computational savings. Additionally, the speaker showcases practical applications of AI-based optimization in various engineering problems, demonstrating the value of these methods in industry.

Pour aller plus loin :

  • Haar wavelet — Background on the Haar wavelet, the basis of the discussed method.
  • Convergence rate — Explanation of convergence rates, relevant to the speaker’s improvements.
  • Pareto front — Concept used in multi-objective optimization, mentioned in the talk.
  • TOPSIS — Multi-criteria decision-making method used in the speaker’s work.

106 words

Radar Profile

The radar profile shows a balanced performance with strengths in quality of information and technical level, but slightly lower in quantity of information and global reliability. This reflects a focused presentation with solid technical content but limited breadth and some reliance on personal experience.

Reliability 7/10