The Philosophy of Rhetoric, Volumen1A. Strahan, T. Cadell, 1801 |
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Página xiii
... . I. Of intuitive evidence Part I. Mathematical axioms Part II . Consciousness ... Part III . Common sense ... SECT . II . Of deductive evidence . .. 87 · ib . ib . ... 91 • 92 101 Page Part II . Part I. Division of the subject.
... . I. Of intuitive evidence Part I. Mathematical axioms Part II . Consciousness ... Part III . Common sense ... SECT . II . Of deductive evidence . .. 87 · ib . ib . ... 91 • 92 101 Page Part II . Part I. Division of the subject.
Página xvi
... axioms . But even in these , when we rise from the individual to the spe- cies , from the species to the genus , and thence to the most extensive orders and classes , we arrive , though in a different way , at the knowledge of general ...
... axioms . But even in these , when we rise from the individual to the spe- cies , from the species to the genus , and thence to the most extensive orders and classes , we arrive , though in a different way , at the knowledge of general ...
Página 87
... axioms . OF intuitive evidence there are different sorts . One is that which results purely from intellection * . Of * I have here adopted the term intellection rather than percep- tion , because , though not so usual , it is both more ...
... axioms . OF intuitive evidence there are different sorts . One is that which results purely from intellection * . Of * I have here adopted the term intellection rather than percep- tion , because , though not so usual , it is both more ...
Página 88
... axioms in arithmetic and geometry . These are in effect but so many different expositions of our own general notions , taken in different views . Some of them are no other ... axioms . not deduced from that axiom 88 Book I. THE PHILOSOPHY OF.
... axioms in arithmetic and geometry . These are in effect but so many different expositions of our own general notions , taken in different views . Some of them are no other ... axioms . not deduced from that axiom 88 Book I. THE PHILOSOPHY OF.
Página 89
George Campbell. Part I. Mathematical axioms . not deduced from that axiom , they may be consider- ed as particular exemplifications of it , and coincident with it , inasmuch as they are all implied in this , that the properties of our ...
George Campbell. Part I. Mathematical axioms . not deduced from that axiom , they may be consider- ed as particular exemplifications of it , and coincident with it , inasmuch as they are all implied in this , that the properties of our ...
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admit adverb affecting objects analogy appear argument ascer axioms barbarism cause character circumstances common commonly consequently considered as endowed contrary deductive evidence defective verb degree discover doth Dr Johnson Dr Priestley effect eloquence employed English equal example excited experience expression favour former give grammatical purity hath hearers Hudibras humour ideas idiom imagination impropriety instance kind knowledge latter laughter manner means memory ment mind moral nature neral neuter never noun objects or representations observed orator participle particular passions perhaps periphrasis perly person perspicuity phrases pity pleasure we receive poet preposition present preterit principal canons principles produce pronoun properly Quintilian racter reason receive from affecting regard relation remark render resemblance respect ridicule scholastic art Sect sense sentiments signifies sion solecism solutions hitherto given sometimes sophism sort speaker speaking species spect term ther thing tical tion tongue truth verb verbal criticism wherein words writers