The Mathematicall Praeface to Elements of Geometrie of Euclid of Megara — John Shaqi
The Mathematicall Praeface to Elements of Geometrie of Euclid of MegaraDee, John
Philosophy
The Mathematicall Praeface to Elements of Geometrie of Euclid of Megara
Dee, John
Geometry -- Early works to 1800; Mathematics -- Early works to 1800; Philosophy -- Early works to 1800
of workes, Mathematically demonstrated?
[☞]
And our two Sciences, remaining pure, and absolute, in their proper
termes, and in their owne Matter: to haue, and allowe, onely such
Demonstrations, as are plaine, certaine, vniuersall, and of an æternall
veritye?
[Geometrie.]
This Science of _Magnitude_, his properties, conditions, and
appertenances: commonly, now is, and from the beginnyng, hath of all
Philosophers, ben called _Geometrie_. But, veryly, with a name to base
and scant, for a Science of such dignitie and amplenes. And, perchaunce,
that name, by cõmon and secret consent, of all wisemen, hitherto hath
ben suffred to remayne: that it might carry with it a perpetuall
memorye, of the first and notablest benefite, by that Science, to common
people shewed: Which was, when Boundes and meres of land and ground were
lost, and confounded (as in _Egypt_, yearely, with the ouerflowyng of
_Nilus_, the greatest and longest riuer in the world) or, that ground
bequeathed, were to be assigned: or, ground sold, were to be layd out:
or (when disorder preuailed) that Commõs were distributed into
seueralties. For, where, vpon these & such like occasiõs, Some by
ignorãce, some by negligẽce, Some by fraude, and some by violence, did
wrongfully limite, measure, encroach, or challenge (by pretence of iust
content, and measure) those landes and groundes: great losse,
disquietnes, murder, and warre did (full oft) ensue: Till, by Gods
mercy, and mans Industrie, The perfect Science of Lines, Plaines, and
Solides (like a diuine Iusticier,) gaue vnto euery man, his owne. The
people then, by this art pleasured, and greatly relieued, in their
landes iust measuring: & other Philosophers, writing Rules for land
measuring: betwene them both, thus, confirmed the name of _Geometria_,
that is, (according to the very etimologie of the word) Land measuring.
Wherin, the people knew no farder, of Magnitudes vse, but in Plaines:
and the Philosophers, of thẽ, had no feet hearers, or Scholers: farder
to disclose vnto, then of flat, plaine _Geometrie_. And though, these
Philosophers, knew of farder vse, and best vnderstode the etymologye of
the worde, yet this name _Geometria_, was of them applyed generally to
all sortes of Magnitudes: vnleast, otherwhile, of _Plato_, and
_Pythagoras_: When they would precisely declare their owne doctrine.
Then, was
[* Plato. 7. de Rep.]
* _Geometria_, with them, _Studium quod circa planum versatur_. But,
well you may perceiue by _Euclides Elementes_, that more ample is our
Science, then to measure Plaines: and nothyng lesse therin is tought (of
purpose) then how to measure Land. An other name, therfore, must nedes
be had, for our Mathematicall Science of Magnitudes: which regardeth
neither clod, nor turff: neither hill, nor dale: neither earth nor
heauen: but is absolute _Megethologia_: not creping on ground, and
dasseling the eye, with pole perche, rod or lyne: but “liftyng the hart
aboue the heauens, by inuisible lines, and
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