Posterior AnalyticsAristotle
About Posterior Analytics
The is Aristotle's account of what scientific knowledge is and how it is acquired. To know something scientifically is to know its cause and to know that it cannot be otherwise. This is demonstration: a syllogism whose premises are true, primary, immediate, better known than, prior to, and explanatory of the conclusion.
Book I works out the structure of demonstrative science. Every demonstration begins from first principles that are themselves indemonstrable. These principles differ by science; geometry starts from different axioms than medicine. Aristotle distinguishes axioms common to all sciences (like the law of non-contradiction) from hypotheses and definitions proper to each. A science explains by showing that its conclusions follow necessarily from these starting points.
Book II asks how we arrive at the definitions and first principles that demonstrations require. Demonstration cannot prove its own premises, so another capacity is needed. Aristotle traces a path from perception to memory, from memory to experience, and from experience to the grasp of universals. The final step, which he calls nous (intuition or intellect), is not a deduction but a direct apprehension of the universal in the particular. This is induction in its strongest sense: not enumeration of cases, but insight into the intelligible structure that the cases display.
The set the terms for every subsequent debate about the nature of scientific explanation, the role of axioms, and the relation between experience and understanding.
Appears in 11 ideas
Epistemology
- KnowledgeWhat can we know, and how do we come to know it?
- TruthWhat is truth, and how do we recognize it?
- ExperienceIs experience the source of all knowledge, or does the mind bring something of its own?
- PrincipleWhat are the starting points of knowledge and reality, and how do we know them?
- ReasoningHow does the mind move from what it knows to what it does not yet know?
- HypothesisWhat role do assumptions play in inquiry, and how are hypotheses tested?
- MathematicsWhat is the nature of mathematical objects, and why does mathematics apply to the physical world?
Logic & Method
- LogicWhat are the rules that govern valid reasoning, and is logic a science, an art, or both?
- InductionHow does the mind move from observed particulars to universal truths, and can this move ever be rationally justified?
- ScienceWhat distinguishes scientific knowledge from opinion, philosophy, and faith?
- DefinitionDoes a definition state the nature of a thing, the meaning of a word, or merely the purpose for which we classify it?