Classifier Instance:

Anchor text: Harald Bohr
Target Entity: Harald_Bohr
Preceding Context: A definite and generally applicable characterization of the gamma function was not given until 1922.
Succeeding Context: and Johannes Mollerup then proved what is known as the Bohr–Mollerup theorem: that the gamma function is the unique solution to the factorial recurrence relation that is positive and logarithmically convex for positive z and whose value at 1 is 1 (a function is logarithmically convex if its logarithm is convex).
Paragraph Title: 19th-20th centuries: characterizing the gamma function
Source Page: Gamma function

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