A student's history of educationGraves, Frank Pierrepont
History
A student's history of education
Graves, Frank Pierrepont
Education -- History
[Sidenote: no means of evolution.]
=The Weakness of Plato’s System.=--Thus, where Socrates found the
basis of universal truth in everyone, Plato held that only one class
of people, the most intellectual, could attain to real knowledge. He,
therefore, maintained that the philosophers should absolutely guide
the conduct of the state, and that education should be organized
with that in view. Plato’s ideal state would thus become a sort of
intellectual oligarchy, and in a way was a return to the old principle
of subordinating the individual to society. _The Republic_ thus quite
neglected human will as a factor in society and assumed that men
can be moved about in life like pieces upon the chess board. Plato
failed to see, too, that each individual really possesses all human
characteristics. The workers have reason, and the philosophers have
passions, and a human being is not a man unless all these functions are
his. But even if his scheme had been a happy one, the treatise provided
no method of evolution from current conditions, and if it were further
granted that this order of things could be established at once. Plato
put the ban upon all innovation or change, and so closed the door to
progress.
[Sidenote: _The Laws_ offered a more practical and traditional system
of education.]
Hence _The Republic_ was viewed as a visionary conception, and had no
immediate effect upon education or any other institution of Athens. So
in his declining years, without denying _The Republic_ as ideal, he
wrote the more practical dialogue known as _The Laws_. In it he welded
elements from the educational systems of Sparta and older Athens, and
reverted to traditions and ideals not dissimilar to the doctrines of
Pythagoras. He replaced the philosophers with priests, an hereditary
ruler, a superintendent of education, and various other officials; and
the course of study reached its height with the subject of mathematics,
while dialectic was not mentioned.
[Sidenote: Model for later Utopias.]
[Sidenote: The ‘quadrivium’ and ‘formal discipline.’]
Public-domain text, read in full here on John Shaqi.
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