Guide-linked quiz · Medium Level

Kahneman-Tversky Optimization Quiz

Checks KTO’s binary desirability feedback, prospect-theory motivation, reference-point rewards, and limits across settings.

Question 1 of 8

What kind of data does KTO require?

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  1. What kind of data does KTO require?
    • Binary desirable/undesirable labels on individual outputs
    • Ranked pairs of chosen and rejected answers
    • Only unlabeled text
    • Numeric reward scores from 0 to 100
  2. KTO is inspired by which body of work?
    • Einstein's relativity
    • Kahneman and Tversky's prospect theory
    • Darwin's evolution
    • Shannon's information theory
  3. What is 'loss aversion' as used in KTO?
    • Avoiding any loss function entirely
    • Refusing to train on losses
    • Penalizing undesirable outputs more sharply than rewarding desirable ones
    • Making the learning rate negative
  4. What kind of feedback can KTO learn from without requiring paired comparisons?
    • Only a ranked list of five outputs
    • Only a reference translation
    • Only a token-level grammar mask
    • A binary label indicating whether an individual output is desirable
  5. In KTO, deviations are measured relative to what?
    • A reference point or baseline reward level
    • The total number of parameters
    • The GPU temperature
    • The vocabulary size
  6. What does the KTO reference point help define?
    • The number of transformer layers
    • Whether an output’s implicit reward is above or below a baseline
    • A fixed translation in another language
    • The model’s maximum context length
  7. Does KTO’s use of binary desirability feedback prove it will outperform preference-pair methods?
    • Yes, binary feedback is always superior
    • Yes, it eliminates the need to train a model
    • No; performance depends on the model, data, and evaluation setting
    • No, because binary feedback cannot be used for language models
  8. Which behavioral-economics framework motivates KTO?
    • Classical signal detection theory
    • Bayesian network structure learning
    • The efficient-market hypothesis
    • Kahneman and Tversky’s prospect theory

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