Guide-linked quiz · Hard Level

Mirostat Perplexity Control Quiz

Covers Mirostat’s target surprisal/perplexity, feedback threshold, update rate, version differences, and limits as a decoding heuristic.

Related guide pathsMirostat Perplexity Control
Question 1 of 8

What does Mirostat try to control during generation?

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  1. What does Mirostat try to control during generation?
    • A target level of output perplexity or surprise
    • The number of model parameters
    • The training dataset size
    • The GPU temperature
  2. How is Mirostat fundamentally different from standard top-k or top-p sampling?
    • It never uses randomness
    • It dynamically adjusts truncation using feedback instead of a fixed cutoff
    • It only works on images
    • It requires retraining the model
  3. In Mirostat, what role does the parameter eta play?
    • It sets the vocabulary size
    • It fixes the output length
    • It is the learning rate controlling how fast the threshold adapts
    • It disables sampling
  4. What is the main improvement of Mirostat version 2 over version 1?
    • It generates images too
    • It requires more memory
    • It removes the tau parameter
    • It drops the assumption of a Zipfian distribution for simpler, more robust control
  5. If Mirostat detects that output is becoming too predictable, it will:
    • Loosen truncation to admit more diverse tokens
    • Tighten truncation to allow fewer tokens
    • Stop generating immediately
    • Increase the model size
  6. Which Mirostat settings does current llama.cpp expose?
    • Tokenizer vocabulary and number of layers
    • Mode, target tau, and learning-rate eta
    • Only the prompt length
    • Training epochs and validation loss
  7. What does eta control in Mirostat’s feedback update?
    • The size of the model vocabulary
    • The target number of output tokens
    • How strongly the threshold changes in response to the observed error
    • The probability of a correct factual answer
  8. What does a Mirostat target not guarantee by itself?
    • That the sampler reads token probabilities
    • That the setting can influence surprise
    • That the output contains tokens
    • That the generated text is factually correct

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