Editing Kolmogorov Complexity (section)

== <span style="color: #FFFFFF;">Remembering</span> ==
* '''Kolmogorov Complexity (K)''' — The length of the shortest possible description of a string in a fixed universal language.
* '''Andrey Kolmogorov''' — The Soviet mathematician who founded the field in the 1960s.
* '''Algorithmic Information Theory''' — The branch of computer science that merges information theory with Turing's theory of computation.
* '''Incompressibility''' — A string is "Incompressible" (Random) if its Kolmogorov complexity is equal to its own length.
* '''Universal Turing Machine (UTM)''' — A theoretical computer that can run any program; used as the "Language" for measuring complexity.
* '''Occam's Razor''' — The philosophical rule that the "Simplest" explanation (the one with the lowest K) is usually the best one.
* '''Chaitin's Constant (Ω)''' — A famous "Uncomputable" number that represents the probability that a random program will stop.
* '''Berry Paradox''' — A logical paradox that shows why we can't always "Calculate" the Kolmogorov complexity of a string.
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