source_language: en
generated_by: didactopus.multilingual_qa_seed
review_status: draft-seed
targets:
  es:
    required_terms: &id001
    - id: mit-ocw-6-050j-information-and-entropy-course-home
      accepted:
      - MIT OCW 6.050J Information and Entropy Course Home
    - id: information-and-entropy
      accepted:
      - Information and Entropy
    - id: ultimate-limits-to-communication-and-computation
      accepted:
      - Ultimate Limits to Communication and Computation
    - id: open-textbooks-problem-sets-and-programming-work
      accepted:
      - Open Textbooks, Problem Sets, and Programming Work
    - id: mit-ocw-6-050j-information-and-entropy-syllabus
      accepted:
      - MIT OCW 6.050J Information and Entropy Syllabus
    - id: prerequisites-and-mathematical-background
      accepted:
      - Prerequisites and Mathematical Background
    - id: assessment-structure
      accepted:
      - Assessment Structure
    - id: course-notes-and-reference-texts
      accepted:
      - Course Notes and Reference Texts
    - id: independent-reasoning-and-careful-comparison
      accepted:
      - Independent Reasoning and Careful Comparison
    - id: mit-ocw-6-050j-information-and-entropy-unit-sequence
      accepted:
      - MIT OCW 6.050J Information and Entropy Unit Sequence
    - id: counting-and-probability
      accepted:
      - Counting and Probability
    - id: shannon-entropy
      accepted:
      - Shannon Entropy
    required_caveats: &id002
    - id: thermodynamics-and-entropy
      accepted:
      - Objective Explain how thermodynamic entropy relates to, and differs from,
        Shannon entropy. Exercise Compare the two entropy notions and identify what
        is preserved across the analogy. The course uses entropy as a bridge concept
        between communication theory and physics while insisting on careful interpretation.
    forbidden_confusions: &id003
    - id: thermodynamics-and-entropy-confusion
      patterns:
      - Objective Explain how thermodynamic entropy relates to, and is identical to,
        Shannon entropy. Exercise Compare the two entropy notions and identify what
        is preserved across the analogy. The course uses entropy as a bridge concept
        between communication theory and physics while insisting on careful interpretation.
  fr:
    required_terms: *id001
    required_caveats: *id002
    forbidden_confusions: *id003