Classifier Instance:

Anchor text: Gregory Chaitin
Target Entity: Gregory_Chaitin
Preceding Context: In the computer science subfield of algorithmic information theory, Chaitin's constant is the real number representing the probability that a randomly chosen Turing machine will halt, formed from a construction due to Argentine-American mathematician and computer scientist
Succeeding Context: . Chaitin's constant, though not being computable, has been proven to be transcendental and normal. Chaitin's constant is not universal, depending heavily on the numerical encoding used for Turing machines; however, its interesting properties are independent of the encoding.
Paragraph Title: Chaitin's constant Ω
Source Page: Mathematical constant

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