Posterior Analytics 
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About this Title:
Aristotle sets out the conditions under which scientific arguments will provide true knowledge; where true conclusions are deduced from first principles and basic principles are used to explain more complex ones.
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Table of Contents:
CHAP. I.: Whether a Demonstrative Science exists
CHAP. II.: What Knowing is, what Demonstration is, and of what it consists
CHAP. III.: A refutation of the error into which some have fallen concerning Science and Demonstration
CHAP. IV.: The meaning of ‘Distributive,’ ‘Essential,’ ‘Universal’
CHAP. V.: From what causes mistakes arise with regard to the discovery of the Universal. How they may be avoided
CHAP. VI.: Demonstration is founded on Necessary and Essential Principles
CHAP. VII.: The Premises and the Conclusion of a Demonstration must belong to the same genus
CHAP. VIII.: Demonstration is concerned only with what is eternal
CHAP. IX.: Demonstration is founded not on general, but on special and indemonstrable principles; nor is it easy to know whether one really possesses knowledge drawn from these principles
CHAP. X.: The Definition and Division of Principles
CHAP. XI.: On certain Principles which are common to all Sciences
CHAP. XII.: On Questions, and, in passing, on the way in which Sciences are extended
CHAP. XIII.: The difference between the Demonstration and Science of a thing’s Nature and those of its Cause
CHAP. XIV.: The figure proper to Demonstrate Syllogism
CHAP. XV.: On immediate negative propositions
CHAP. XVI.: On ignorance resulting from a defective arrangement of terms in mediate propositions
CHAP. XVII.: On ignorance resulting from a defective arrangement of terms in immediate propositions
CHAP. XVIII.: On ignorance as resulting from defective sense perception
CHAP. XIX.: Whether the Principles of Demonstration are finite or infinite
CHAP. XX.: Middle terms are not infinite
CHAP. XXI.: In Negations some final and ultimate point is reached where the series must cease
CHAP. XXII.: In Affirmations some final and ultimate point is reached where the series must cease
CHAP. XXIII.: Certain Corollaries
CHAP. XXIV.: Whether Universal or Particular Demonstration is superior
CHAP. XXV.: That Affirmative is superior to Negative Demonstration
CHAP. XXVI.: Direct Demonstration is superior to Reduction per impossible
CHAP. XXVII.: What science is more certain and prior, and what less certain and inferior
CHAP. XXVIII.: What constitutes one or many Sciences
CHAP. XXIX.: Concerning many Demonstrations of the same thing
CHAP. XXX.: On fortuitous occurrences
CHAP. XXXI.: Sense perception cannot give Demonstrative Science
CHAP. XXXII.: On the difference of Principles corresponding to the difference of Syllogisms
CHAP. XXXIII.: The distinction between Science and Opinion
CHAP. XXXIV.: On Sagacity
CHAP. I.: On the number and arrangements of Questions
CHAP. II.: Every question is concerned with the discovery of a Middle Term
CHAP. III.: The distinction between Definition and Demonstration
CHAP. IV.: The Essence of a thing cannot be attained by Syllogism
CHAP. V.: Knowledge of the Essence cannot be attained by Division
CHAP. VI.: The Essence cannot be proved by the Definition of the thing itself or by that of its opposite
CHAP. VII.: Whether the Essence can in any way be proved
CHAP. VIII.: How the Essence can be proved
CHAP. IX.: What Essences can and what cannot be proved
CHAP. X.: The nature and forms of Definition
CHAP. XI.: The kinds of Causes used in Demonstration
CHAP. XII.: On the Causes of events which exist, are in process, have happened, or will happen
CHAP. XIII.: On the search for a Definition
CHAP. XIV.: On the discovery of Questions for Demonstration
CHAP. XV.: How far the same Middle Term is employed for demonstrating different Questions
CHAP. XVI.: On inferring the Cause from the Effect
CHAP. XVII.: Whether there can be several causes of the same thing
CHAP. XVIII.: Which is the prior cause, that which is nearer the particular, or the more universal?
CHAP. XIX.: On the attainment of Primary Principles
PRIOR ANALYTICS. BOOK II.
CHAP. XXIII.: On Induction
XXIV.: On Example