Theory and Practice of Inventive Problem Solving
Study and Application Tips
- Study the basic principles of TRIZ (Theory of Inventive Problem Solving) to understand how to systematically approach solving complex problems.
- Practice using the algorithm for inventive problem solving (ARIZ) to learn how to structure the process of finding solutions.
- Analyze examples of inventions and patents to see how TRIZ principles are applied in practice.
- Use the contradiction analysis method to identify and resolve conflicts within systems.
- Develop skills in forecasting the evolution of technical systems to anticipate possible directions of their development.
- Apply morphological analysis and synthesis methods to generate new ideas and solutions.
- Study the laws of technical system evolution to understand the patterns of their change and use them to create innovations.
- Practice using techniques to eliminate technical and physical contradictions to enhance solution effectiveness.
- Use the «small steps» method for gradual improvement of systems and processes.
- Develop creative thinking and idea generation skills through regular exercises and practice.
Date of publication: 1 March 2025
Updated: 14 November 2026
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