Classifier Instance:

Anchor text: Jan Swammerdam
Target Entity: Jan_Swammerdam
Preceding Context: The study of spirals in nature have a long history, Christopher Wren observed that many shells form a logarithmic spiral.
Succeeding Context: observed the common mathematical characteristics of a wide range of shells from Helix to Spirula and Henry Nottidge Moseley described the mathematics of univalve shells. D’Arcy Wentworth Thompson's On Growth and Form gives extensive treatment to these spirals. He describes how shells are formed by rotating a closed curve around a fixed axis, the shape of the curve remains fixed but its size grows in a geometric progression. In some shell such as Nautilus and ammonites the generating curve revolves in a plane perpendicular to the axis and the shell will form a planar discoid shape. In others it follows a skew path forming a helico-spiral pattern.
Paragraph Title: In nature
Source Page: Spiral

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