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Author: Spencer, Thomas, fl. 1628-1629.
Title: The art of logick deliuered in the precepts of Aristotle and Ramus. VVherein 1. The agreement of both authors is declared. 2. The defects in Ramus, are supplyed, and his superfluities pared off, by the precepts of Aristotle. 3. The precepts of both, are expounded and applyed to vse, by the assistance of the best schoolemen. By Tho: Spencer.
Publication Info: Ann Arbor, Michigan: University of Michigan, Digital Library Production Service
2012 November (TCP phase 2)
Availability:

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Print source: The art of logick deliuered in the precepts of Aristotle and Ramus. VVherein 1. The agreement of both authors is declared. 2. The defects in Ramus, are supplyed, and his superfluities pared off, by the precepts of Aristotle. 3. The precepts of both, are expounded and applyed to vse, by the assistance of the best schoolemen. By Tho: Spencer.
Spencer, Thomas, fl. 1628-1629.

London: Printed by Iohn Dawson for Nicholas Bourne, at the south entrance of the Royall Exchange, 1628.
Alternate titles: Art of logicke.
Notes:
Running title reads: The art of logicke.
Reproduction of the original in the University of Illinois (Urbana-Champaign Campus). Library.
Subject terms:
Ramus, Petrus, -- 1515-1572.
Aristotle.
Logic -- Early works to 1800.
URL: http://name.umdl.umich.edu/A12767.0001.001

Contents
title page
TO THE READER.
THE ART OF LOGICK
CHAP. I. The Definition of Logick.
CHAP. II. The Distribution of Logick.
CHAP. III. Of the seates of Arguments in generall.
CHAP. IIII. The distribution of predicated Arguments.
CHAP. V. The Definition of a Cause.
CHAP. VI. The Distribution of a Cause.
CHAP. VII. Of the Efficient Cause.
CHAP. VIII. The matter, is a Cause of which a thing is.
CHAP. IX. Of the formall Cause.
CHAP. X. Of the finall Cause.
CHAP. XI. Of Properties.
CHAP. XII. Of Diversitie.
CHAP. XIII. Of Opposites.
CHAP. XIIII. Of the distribution of Opposities.
CHAP. XV. Of Disparats.
CHAP. XVI. Of Relatives.
CHAP. XVII. Of Adversatiues.
CHAP. XVIII. Of Privatiues.
CHAP. XIX. Of Contradictories.
CHAP. XX. Of Comparison in generall.
CHAP. XXI. Of the Distribution of comparison.
CHAP. XXII. Of Equalitie.
CHAP. XXIII. Of Vnequales.
CHAP. XXIIII. Of the Lesse.
CHAP. XXV. Of Likenesse.
CHAP. XXVI. Of Vnlike.
CHAP XXVII. Of the Genus and Species.
CHAP. XXVIII. Of Coniugates, &c.
THE SECOND PART.
CHAP. XXIX. Of disposition, or iudgment.
CHAP. XXX. Of the Division of Disposition.
CHAP. XXXI. Of a simple Axiome.
Man is reasonable.
CHAP. XXXII. Of the severall kindes of simple Axiomes.
CHAP. XXXIII. Of an affirmed Axiome.
CHAP. XXXIIII. Of simple Axiomes necessarily true in common.
CHAP. XXXV. Of simple Axiomes, necessarily true in speciall.
CHAP. XXXVI. Of a Definition.
CHAP. XXXVII. Of a Description.
CHAP. XXXVIII. Of a Distribution.
CHAP. XXXIX. Of the kindes of Distribution, and first of the Generall into the Spe∣cialls.
CHAP. XL. Of the distribution of the whole into the members.
CHAP. XLI. Of contingent simple Axiomes.
CHAP. XLII. Of compound Axiomes in generall.
CHAP. XLIII. Of a Copulatiue Axiome.
CHAP. XLIIII. Of connexe Axiomes.
CHAP. XLV. Of a discrete Axiome.
CHAP. XLVI. Of Disiunct Axiomes.
CHAP. XLVII. Of a Syllegisme.
CHAP. XLVIII. Of a simple Syllogisme.
CHAP. XLIX. Of Aristotles three figures.
CHAP. L. Of Ramus contract Syllogisme.
CHAP. LI. Of an explicate Syllogisme in generall.
CHAP. LII. Of the first kind of an explicate Syllogisme.
CHAP. LIII. Of the second kind of an Ex∣plicate Syllogisme.
CHAP. LIIII. Of a Demonstratiue Syllogisme.
CHAP. LV. Of Syllogismes containing con∣jecturall truth.
CHAP. LVI. Of the first kinde of connex Syllogismes.
CHAP. LVII. Of the second kinde of Connexe Syllogismes.
CHAP. LVIII. Of the first kinde of a Dis∣junct Syllogisme.
CHAP. LIX. Of the second kinde of Dis∣junct Syllogismes.