ON THE STATISTICAL VIKW OF XATURp]. 609 



The first who seems to have fully grasped the Dar- 

 winian problem from this point of view is Mr Francis 

 Galton/ who in a series of papers, and notably in his 37. 

 well-known works on 'Hereditary Genius ' (1869) and 

 on ' Inheritance' (1889), made a beginning in the statis- 

 tical treatment of the phenomena of Variation. The 

 novel point of view which was thus introduced into 

 natural science was perhaps somewhat obscured by its 

 immediate application to a most ditticult and unic^ue 

 problem, which can hardly be discussed without im- 

 porting what may be called a sentimental bias. This 

 was the question of the connection through descent 

 of those rare occurrences in human nature which we 

 term genius. Mental phenomena had been almost 

 entirely passed over^ by Darwin. The residts which 

 Mr Galton arrives at, so far as the phenomena of genius 

 are concerned, are of minor importance compared with 

 the general methods which he introduced or suggested 

 for dealing with statistics of heredity. In these he 

 combined the ideas of Quetelet with that remarkable 



^ Mr Francis Galton (born 1822, genius," which was "usually 



a grandson of Erasmus Darwin) scouted." He rightly claims "to 



had, like his celebrated cousin, be the first to treat the subject in 

 begun his career as a medical | a statistical manner, to arrive at 



student, and then become a well- numerical results, and to introduce 



known traveller and explorer. the 'law of deviation from an 



Subsecjuently he devoted himself average ' into discussions on 

 to meteorology, where he drew 

 attention to the e.Kistence and 

 theory of anticyclones. His first 



heredity" (Preface to 'Hereditary 

 Genius,' published one j-ear after 

 Darwin's great work in which was 



publication, referring not to physi- jiut forward the hypothesis of 



eal Vjut to human statistics, ap- • Pangenesis). 



peared in ' Macmillan's Magazine ' - As stated by Darwin himself. 



in 186.'), in the shape of two See 'Animals and Plants under 



articles on "Hereditary Talent Domestication' (1868), vol. ii. p. 



and Character." Here he intro- 353. 



duced the " theory of hereditary 



VOL. II. 2 Q 



