Analysis of Mr. Mill's System of Logic — Story, Setting & Ideas
Edition facts
Analysis of Mr. Mill's System of Logic — Story, Setting & Ideas can be approached with a clearer sense of reading commitment from its source measurements: 46,884 words, 3 hr 24 min estimated reading time, and 5 detected text sections.
The text analysis averages about 26.6 words per sentence, while the detected sections provide another way to judge how the source is divided.
Project Gutenberg metadata also associates the work with “Mill, John Stuart, 1806-1873,” connecting these edition facts with the source record’s subject description.
Read the complete public-domain text at its original source.
Read on Project GutenbergW. Stebbing's Analysis of Mr. Mill's System of Logic (1865) is not a commentary but an epitome: a condensation designed, as the preface states, to 'recall its contents to those who have read it, and may serve those who are now reading it in the place of a full body of marginal notes.' Stebbing's authorial choices are therefore those of a selector and summarizer, not an original philosopher. The work's diction is consistently precise and economical, mirroring Mill's own analytical style while compressing his arguments into tighter formulations. For instance, Stebbing writes that probability 'is merely a name for the degree of ground we have, with our present evidence, for expecting it'—a definition that strips Mill's discussion to its epistemological core.
Condensation as Authorial Strategy
Stebbing's preface explicitly states his method: to produce 'such a condensation of the original work as may recall its contents.' This is not a paraphrase but a deliberate reduction, preserving Mill's conclusions while representing the 'processes of reasoning on which they depend' only 'in outline.' The result is a text that foregrounds Mill's substantive claims—such as the distinction between empirical laws and laws of causation—while compressing the supporting arguments. For example, Stebbing's discussion of the 'Elimination of Chance' reduces Mill's detailed exposition to a single paragraph, focusing on the practical test of whether increasing experiments alters the average. This choice privileges utility over completeness, making the epitome a tool for review rather than a standalone treatise.
Diction and the Definition of Probability
Stebbing's handling of probability reveals his careful diction. He writes that probability 'is not a quality of the event (since every event is in itself certain), but is merely a name for the degree of ground we have, with our present evidence, for expecting it.' This formulation echoes Mill's subjectivist stance but sharpens it: the parenthetical 'every event is in itself certain' is a striking addition that underscores the epistemic nature of probability. Stebbing also introduces the phrase 'numerically appreciable grounds' to describe the case of unknown proportions in a box of balls, a term that bridges Mill's abstract discussion and practical calculation. Such lexical choices show Stebbing tailoring Mill's language for clarity and brevity without distorting the original meaning.
Structure and the Role of Examples
The epitome's structure follows Mill's book divisions—Books I through VI—but Stebbing selects examples that illustrate key methodological points. In the chapter on chance, he uses the loaded dice example to show how a constant cause (the loading) can be detected by eliminating the effects of chance, even when the cause is 'so uninfluential as otherwise to escape notice.' This example is not original to Stebbing but its placement and phrasing emphasize the practical application of Mill's methods. Similarly, the discussion of empirical laws includes the criterion of whether phenomena occur 'more often than chance would account for,' a phrasing that condenses Mill's more elaborate criteria into a single testable condition. Stebbing's structural choices thus highlight the most transferable aspects of Mill's logic.
The Epitome's Relationship to Mill's Text
Stebbing's work is explicitly dependent on Mill's: the preface notes that Mill 'expressed a favourable opinion of the manner in which the work had been executed,' and the text is peppered with references to Mill's own examples and arguments. Yet Stebbing's voice is not entirely absent. His choice to include a chapter on 'The Calculation of Chances' with a warning against over-reliance on the calculus—'a slight improvement in the data profits more than the most elaborate application of the calculus of probabilities'—reflects a pragmatic emphasis that may be Stebbing's own. The epitome thus functions as a lens, focusing Mill's ideas through a filter of pedagogical utility. Readers should treat it as a companion to the original, not a substitute, and note where Stebbing's condensation may omit nuances present in Mill's fuller exposition.
Stebbing's Analysis rewards careful reading as a document of Victorian philosophical pedagogy. Its authorial choices—in diction, selection, and structure—reveal a deliberate effort to make Mill's logic accessible without oversimplifying its core insights. For modern readers, the epitome offers a concise entry point into Mill's system, but its value is best realized when read alongside the original work, allowing comparison between Stebbing's condensation and Mill's full argumentation. The preface's claim that 'the substance of every paragraph' is 'at all events suggested' should be taken as a guide to the epitome's scope and limitations.
Reading how Stebbing trimmed Mill’s sprawling logic into a leaner shape, I remembered a summer afternoon—my own old copy of Analysis of Mr. Mill's System of Logic open on a porch—and how The positive outcome of philosophy — A Closer Reading later gave me that same quiet ache: the sense of a mind tightening another’s vast wandering, leaving warmth in the margins. Condensation feels almost like reverence.
There are no reviews for this eBook.
Before you leave, reflect on the book
Use these questions to collect your thoughts before moving on.