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Kuis Teks yang Dihasilkan LLM Watermarking

Bandingkan tanda air teks statistik, dengan bias token hijau, deteksi kunci, Teks SynthID, batas pengeditan, dan penghitungan statistik z yang berhasil.

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How does the soft green-list watermark in the cited scheme influence token generation?

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  1. How does the soft green-list watermark in the cited scheme influence token generation?
    • By requiring a visible watermark sentence in every output
    • By encrypting every word into unreadable bytes
    • By adding a preference bias to green-token logits
    • By guaranteeing that every generated token belongs to the green list
  2. What must match when applying a detector for a keyed green-token watermark?
    • The full original training dataset in every case
    • Physical access to the generation GPU
    • Every prompt the provider has ever received
    • The candidate text, scheme settings, tokenization and relevant key
  3. Why can a longer eligible passage provide more evidence for a statistical text watermark?
    • A law requires every long passage to be flagged
    • More scored tokens can make a persistent signal easier to distinguish from null variation
    • Every longer passage must have better factual accuracy
    • All short texts are necessarily unwatermarked
  4. Which published text watermark uses tournament sampling and is documented for Gemini text?
    • SynthID-Text
    • A standard PDF font renderer
    • The TCP packet checksum
    • An ordinary dictionary spell checker
  5. Apa cara yang diketahui untuk melemahkan atau menghapus tanda air teks?
    • Membacanya dengan suara keras
    • Menyimpannya sebagai PDF
    • Mencetaknya dengan warna berbeda
    • Parafrase atau terjemahan yang berat
  6. What input helps reproduce green-list selection in the original context-dependent scheme?
    • A required live clock reading
    • The relevant preceding token context under the scheme’s seeding rule
    • Only the author’s IP address
    • Only the displayed font color
  7. Using z=(G−gamma×T)/sqrt(T×gamma×(1−gamma)), what is z for T=100, gamma=0.5 and G=60?
    • 2
    • 1
    • 5
    • 10
  8. Why does failing to detect one particular watermark not establish that a passage is human-written?
    • All machine-generated text must contain that exact keyed signature
    • Every negative score proves human authorship mathematically
    • Machine-generated text may not carry the tested watermark or matching configuration
    • The detector has necessarily recovered the original prompt