Classifier Instance:

Anchor text: Charles Jean de la Vallée-Poussin
Target Entity: Charles_Jean_de_la_Vall\u00e9e\u002dPoussin
Preceding Context: The Euler–Mascheroni constant is a recurring constant in number theory. The French mathematician
Succeeding Context: proved in 1898 that when taking any positive integer n and dividing it by each positive integer m less than n, the average fraction by which the quotient n/m falls short of the next integer tends to \gamma as n tends to infinity. Surprisingly, this average doesn't tend to one half. The Euler–Mascheroni constant also appears in Merten's third theorem and has relations to the gamma function, the zeta function and many different integrals and series.
Paragraph Title: The Euler–Mascheroni constant γ
Source Page: Mathematical constant

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