Name the contradiction at the heart of the problem
State exactly which parameter you need to improve and which parameter gets worse as a result.
Why it works
TRIZ distinguishes "technical contradictions" (improving A worsens B) from "physical contradictions" (a parameter must be both X and not-X at the same time). Naming the contradiction precisely does two things: it prevents pseudo-solutions that optimize one side at the other’s expense, and it lets you consult TRIZ’s contradiction matrix to find which inventive principles have historically resolved that specific trade-off. The act of articulating the contradiction often reveals that the trade-off was assumed rather than fundamental.
How to do it
- State what you want to improve (e.g., strength of a component).
- State what gets worse when you do that (e.g., weight of the component).
- Write: "If I improve [X], then [Y] gets worse. I need [X] to increase AND [Y] not to worsen."
- Check if this is a physical contradiction: "I need [X] to be both high and low (or present and absent)."
- Use this framing as the input to any inventive-principle lookup or creative session.
Evidence
Contradiction identification is the foundational move in TRIZ. Altshuller’s patent analysis showed that most non-trivial inventions resolve a contradiction rather than accept it. This is practitioner-derived and observational; controlled comparisons against other problem-framing methods are not established. (observational)
TRIZ was developed primarily in engineering contexts; transferring it to organizational or personal problems requires translation, and the contradiction framing can feel forced for non-technical domains.
Common mistake
Describing the contradiction vaguely ("it’s too slow and too expensive") rather than naming the specific parameters and their directional relationship, which makes the TRIZ matrix unusable.
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More practices for TRIZ: Systematic Invention and the Logic of Contradictions
- Sample inventive principles to generate solution directions
Apply one or more of TRIZ’s 40 inventive principles as generative lenses, even without the full contradiction matrix.
- Define the ideal final result first
Describe the perfect outcome as if the solution already exists and costs nothing, then work backward to what could enable it.
- Trim components to find what you can remove
Systematically ask which components in your current solution could be removed if another component took over their function.
- Inventory available resources before adding anything new
List all time, space, information, and energy already present in or around the problem — solutions often hide there.
- Calibrate whether the problem requires invention or just search
Determine whether your problem is already solved elsewhere before investing in original invention.
Related concepts
- Problem Reframing: Solving the Right Problem First
Why the problem you first name is rarely the problem worth solving
- Constraint Relaxation: Escaping the Walls You Built Yourself
How over-constrained thinking blocks insight, and what to do about it
- Osborn’s Brainstorming Rules, Made Practical
The original four rules, the mechanisms behind them, and what the research actually shows