Coaching practices for Triz Contradiction Matrix

Describe almost anything you are working through and IX Coach finds the practices whose real-world fit is closest. For Triz Contradiction Matrix, these are the strongest matches in the current practice library.

Does this sound like the set of challenges you might be facing?

  • I keep going in circles on this because every fix just shoves the problem somewhere else
  • I’ve been brainstorming this for hours and every idea is a slight variation on the same one
  • I’ve laid out thousands of possible combinations and now I’m drowning in them
  • What I’ve built has gotten so complicated that it keeps breaking in new places, and I suspect half the moving parts are doing work something else could absorb
  • Every option I’m weighing is just a tweak on what already exists

Practices that may help

  1. 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.
    TRIZ: Systematic Invention and the Logic of Contradictions
  2. TRIZ: Systematic Invention and the Logic of Contradictions
    TRIZ (Theory of Inventive Problem Solving) is a systematic innovation method developed by Genrich Altshuller after analyzing hundreds of thousands of patents. Its core insight is that most breakthrough problems contain a "technical or physical contradiction" — a situation where improving one parameter worsens another — and that inventors across fields resolve these contradictions using a surprisingly small set of recurring strategies.
  3. 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.
    TRIZ: Systematic Invention and the Logic of Contradictions
  4. Filter the matrix with cross-consistency assessment
    Identify which value combinations are impossible or contradictory to reduce the space to viable solutions.
    Morphological Analysis, Made Practical
  5. 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.
    TRIZ: Systematic Invention and the Logic of Contradictions
  6. 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.
    TRIZ: Systematic Invention and the Logic of Contradictions
  7. Build the morphological box (Zwicky box)
    Map all possible values for each dimension to create the complete solution landscape.
    Morphological Analysis, Made Practical
  8. 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.
    TRIZ: Systematic Invention and the Logic of Contradictions
  9. Negotiate from abundance, not scarcity
    Question the assumption that what one side gains the other must lose.
    The Third Alternative, Made Practical
  10. Use the bullseye to resolve competing values
    When two values pull in different directions, the bullseye shows you which domain is most neglected and most in need of attention.
    Values Bullseye, Made Practical

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