Book III: Of Induction
E87091
Book III: Of Induction is the section of John Stuart Mill’s *A System of Logic* that systematically develops his influential account of inductive reasoning and the methods of experimental inquiry.
Statements (47)
| Predicate | Object |
|---|---|
| instanceOf |
book section
→
philosophical text → |
| aimsTo |
analyze causal inference
→
systematize inductive reasoning → |
| author |
John Stuart Mill
→
|
| countryOfOrigin |
United Kingdom
→
|
| describes |
canons of inductive inference
→
|
| discusses |
causation
→
empirical generalization → laws of nature → probability in inductive reasoning → |
| field |
epistemology
→
logic → philosophy of science → |
| followedBy |
Book IV of A System of Logic
→
|
| genre |
logic treatise
→
non-fiction → philosophy → |
| hasInfluentialConcept |
Mill’s methods
→
|
| hasPart |
Mill’s methods of experimental inquiry
→
joint method of agreement and difference → method of agreement → method of concomitant variations → method of difference → method of residues → |
| hasReception |
considered a classic account of induction
→
|
| historicalContext |
19th-century British philosophy
→
|
| influenced |
empiricist accounts of knowledge
→
philosophy of science in the 19th century → theory of scientific method → |
| language |
English
→
|
| mainTopic |
experimental inquiry
→
induction → inductive reasoning → scientific method → |
| partOf |
A System of Logic
→
|
| philosophicalTradition |
British empiricism
→
|
| positionInWork |
Book III of A System of Logic
→
|
| precededBy |
Book II of A System of Logic
→
|
| publicationYear |
1843
→
|
| publishedIn |
A System of Logic, Ratiocinative and Inductive
→
|
| relatedConcept |
causal laws
→
empirical method → inductive logic → |
| relatedWork |
An Examination of Sir William Hamilton’s Philosophy
→
|
| usedIn |
teaching of logic
→
teaching of philosophy of science → |
Referenced by (2)
| Subject (surface form when different) | Predicate |
|---|---|
|
A System of Logic
→
|
hasPart |
|
Book IV: Of Operations Subsidiary to Induction
→
|
relatedWork |