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2.3 Inputs, Rules, and Feedback

Session 2 · AI Art Crafting · Lesson 03

Inputs, Rules, and Feedback

Every interpretive system reduces to one loop: inputs pass through rules into outputs, and feedback carries outputs back to the start. Watch for emergent behavior.

Concept

  • The core diagram: Inputs → Rules/System → Outputs/Behavior, with feedback returning.
  • Five system types: archive-driven, rule-based translation, feedback-driven, time-based, participatory.
  • Emergence is observed, not designed.

What is the smallest complete loop your idea needs?

Slides

  1. 07

    Instructor Demonstration

    • Building a simple interpretive system live
    • Defining inputs and rules
    • Introducing feedback or iteration
    • Observing emergent behavior
  2. 08

    Moral Foundations Theory

    • A framework for how core moral dimensions shape beliefs, reactions, and values — an example rule-set for an interpretive system
    • Care — cherishing and protecting others; opposite of harm
    • Fairness — rendering justice according to shared rules; opposite of cheating
    • Loyalty — standing with your group, family, nation; opposite of betrayal
    • Authority — submitting to tradition and legitimate hierarchy; opposite of subversion
    • Sanctity — abhorrence for disgusting things, foods, actions; opposite of degradation
    • Liberty — resentment of any domination or oppression
    Moral Foundations Theory diagram from the deck: six foundations — Care, Fairness, Loyalty, Authority, Sanctity, and Liberty — each with a one-line description, arranged in two balanced rows.
    From the deck · slide 08
  3. 09

    Types of Interpretive Systems

    • Archive-driven systems
    • Rule-based translation systems
    • Feedback-driven systems
    • Time-based systems
    • Participatory systems

Student activity

15:00
  1. 01Sketch your system as one loop: input, rule, output, feedback.

System builder

Input

image

Interpretation

describe

Rule

define the rule

Output

observe what emerges

Feedback

feedback loop × 3

Output returns to input — next iteration until the stopping condition is met