entropy measure

An entropy measure is a quantitative metric that captures the amount of uncertainty, randomness, or information content in a system, distribution, or process.

Observed surface forms (13)

• information-theoretic measure ×3
• thermodynamic entropy ×2
• Olympic Games results standardization measure ×1
• black hole thermodynamics concept ×1
• characterization of Shannon entropy ×1
• concept in information theory ×1
• divergence measure ×1
• generalization of Shannon entropy ×1
• generalized entropy ×1
• information measure ×1

• nonadditive entropy ×1
• relative entropy ×1
• statistical mechanical entropy ×1

Instances (9)

• International Olympic Committee later assigned gold, silver and bronze medals retrospectively via concept surface "Olympic Games results standardization measure"
  surface form: International Olympic Committee retrospective medal assignments
• Shannon entropy
• Rényi divergence via concept surface "divergence measure"
• Boltzmann–Gibbs entropy in statistical mechanics via concept surface "thermodynamic entropy"
  surface form: Boltzmann–Gibbs entropy
• Faddeev’s axioms via concept surface "characterization of Shannon entropy"
• Bekenstein–Hawking entropy via concept surface "thermodynamic entropy"
• Kullback–Leibler divergence via concept surface "information-theoretic measure"
• Rényi entropy via concept surface "information-theoretic measure"
• Tsallis entropy