Difference between revisions of "Directory:Logic Museum/sandbox"

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||            <a name = "c1"><b>Pars I CAP. 1. DE DEFINITIONE TERMINI ET EIUS DIVISIONE IN GENERALI</b>              ||            ON THE DEFINITION OF 'TERM', AND OF THE DIVISION OF IT IN GENERAL
 
||            <a name = "c1"><b>Pars I CAP. 1. DE DEFINITIONE TERMINI ET EIUS DIVISIONE IN GENERALI</b>              ||            ON THE DEFINITION OF 'TERM', AND OF THE DIVISION OF IT IN GENERAL
  

Revision as of 13:06, 31 December 2008

Latin English
<a name = "c1">Pars I CAP. 1. DE DEFINITIONE TERMINI ET EIUS DIVISIONE IN GENERALI ON THE DEFINITION OF 'TERM', AND OF THE DIVISION OF IT IN GENERAL
(i) Omnes logicae tractatores intendunt astruere quod argumenta ex propositionibus et propositiones ex terminis componuntur. Unde terminus aliud non est quam pars propinqua propositionis. Definiens enim terminum Aristoteles, I Priorum, dicit: 'Terminum voco in

quem resolvitur propositio, ut praedicatum et de quo praedicatur, vel apposito vel diviso esse vel non esse'.

All those who deal with logic aim to show that arguments are put together from propositions and propositions out of terms. Wherefore, a term is nothing other than a neighbouring part of a proposition. For in defining a term Aristotle (Prior Analytics I) says 'I call a 'term', that into which a proposition is analysed, such as a predicate and what it is predicated of, either by putting [terms] together to say what is the case (esse), or by separating them, to say what is not the case' [N1].
<a name = "c1">Pars I CAP. 1. DE DEFINITIONE TERMINI ET EIUS DIVISIONE IN GENERALI ON THE DEFINITION OF 'TERM', AND OF THE DIVISION OF IT IN GENERAL
(i) Omnes logicae tractatores intendunt astruere quod argumenta ex propositionibus et propositiones ex terminis componuntur. Unde terminus aliud non est quam pars propinqua propositionis. Definiens enim terminum Aristoteles, I Priorum, dicit: 'Terminum voco in

quem resolvitur propositio, ut praedicatum et de quo praedicatur, vel apposito vel diviso esse vel non esse'.

All those who deal with logic aim to show that arguments are put together from propositions and propositions out of terms. Wherefore, a term is nothing other than a neighbouring part of a proposition. For in defining a term Aristotle (Prior Analytics I) says 'I call a 'term', that into which a proposition is analysed, such as a predicate and what it is predicated of, either by putting [terms] together to say what is the case (esse), or by separating them, to say what is not the case' [N1].