Category:Entropy and information
![]() | [[HandWiki:Computing portal|Computing portal portal]] |
Here is a list of articles in the category Entropy and information of the Computing portal that unifies foundations of mathematics and computations using computers. This is a category for articles relating to entropy and information in information theory.
The lead article for this category is Entropy (information theory).
To be distinguished from: Category:Thermodynamic entropy, for articles relating to entropy specifically in a thermodynamic context.
Articles relating to entropy should generally be placed in one or the other of these categories, but not both (the main exception being Entropy in thermodynamics and information theory).
Subcategories
This category has the following 2 subcategories, out of 2 total.
Pages in category "Entropy and information"
The following 43 pages are in this category, out of 43 total.
- Entropy (information theory) (computing)
A
- Akaike information criterion (computing)
- Approximate entropy (computing)
- Ascendency (computing)
B
- Binary entropy function (computing)
C
- Conditional entropy (computing)
- Conditional mutual information (computing)
- Cross entropy (computing)
D
- Differential entropy (computing)
E
- Entropy encoding (computing)
- Entropy estimation (computing)
- Entropy in thermodynamics and information theory (computing)
- Entropy of network ensembles (computing)
- Exformation (computing)
G
- Gibbs algorithm (computing)
I
- Inequalities in information theory (computing)
- Information content (computing)
- Information fluctuation complexity (computing)
- Information gain ratio (computing)
J
- Joint entropy (computing)
K
- Kullback–Leibler divergence (computing)
L
- Landauer's principle (computing)
- Harvey S. Leff (biography)
M
- Maximum entropy probability distribution (computing)
- Mean dimension (computing)
- Measure-preserving dynamical system (computing)
- Minimum Discrimination Information (computing)
- Molecular demon (biology)
- Multivariate mutual information (computing)
- Mutual information (computing)
N
- Negentropy (computing)
- Nonextensive entropy (computing)
P
- Partition function (mathematics) (computing)
- Perplexity (computing)
- Pointwise mutual information (computing)
- Principle of maximum caliber (computing)
- Principle of maximum entropy (computing)
- Principle of Minimum Discrimination Information (computing)
R
- Rényi entropy (computing)
T
- Topological entropy (computing)
- Transfer entropy (computing)
- Tsallis entropy (computing)
V
- Variation of information (computing)