Corollarial Reasoning

Keyword: Corollarial Reasoning


Article in Journal | Posted 13/03/2017
Rosenthal, Sandra B. (2002). A Pragmatic Appropriation of Kant: Lewis and Peirce
Explores the appropriation of Kantian schemata by C.I. Lewis and Charles Peirce from the pragmatic perspective. View of Lewis on linguistic meaning and sense meaning; Information on Peirce's...
Article in Journal | Posted 26/02/2016
Pietarinen, Ahti-Veikko, Bellucci, Francesco (2014). New Light on Peirce’s Conceptions of Retroduction, Deduction, and Scientific Reasoning
We examine Charles S. Peirce’s mature views on the logic of science, especially as contained in his later and still mostly unpublished writings (1907–1914). We focus on two main issues. The first...
Dictionary Entry | Posted 13/10/2015
Quote from "Pragmatism"

The […] supposition is that an association has already been established in the reasoner’s mind of such strength that to think that any object is a man immediately leads without question to...

Dictionary Entry | Posted 06/01/2013
Quote from "A Neglected Argument for the Reality of God (O)"

Deduction has two parts. [—] Explication is followed by Demonstration, or Deductive Argumentation. [—] It invariably requires something of the nature of a diagram; that is, an “Icon,” or Sign that...

Dictionary Entry | Posted 06/01/2013
Quote from "Letters to William James"

There are two kinds of Deduction; and it is truly significant that it should have been left for me to discover this. I first found, and subsequently proved, that every Deduction involves...

Dictionary Entry | Posted 06/01/2013
Quote from "Syllabus: Nomenclature and Division of Triadic Relations, as far as they are determined"

A Deduction is an argument whose Interpretant represents that it belongs to a general class of possible arguments precisely analogous which are such that in the long run of experience the...

Dictionary Entry | Posted 06/01/2013
Quote from "Minute Logic: Chapter III. The Simplest Mathematics"

How it can be that, although the reasoning is based upon the study of an individual schema, it is nevertheless necessary, that is, applicable, to all possible cases, is one of the questions we...

Dictionary Entry | Posted 06/01/2013
Quote from "Carnegie Institution Correspondence"

Deduction is divisible into sub-classes in various ways; of which the most important is into Corollarial and Theorematic. Corollarial deduction is where it is only...

Dictionary Entry | Posted 06/01/2013
Quote from "Carnegie Institution Correspondence"

My first real discovery about mathematical procedure was that there are two kinds of necessary reasoning, which I call the Corollarial and the Theorematic, because the corollaries affixed to the...

Dictionary Entry | Posted 06/01/2013
Quote from "On the Logic of Drawing History from Ancient Documents Especially from Testimonies (Logic of History)"

This appears to be in harmony with Kant’s view of deduction, namely, that it merely explicates what is implicitly asserted in the premisses. This is what is called a half-truth. Deductions are of...

Dictionary Entry | Posted 06/01/2013
Quote from "On the Logic of drawing History from Ancient Documents especially from Testimonies (Logic of History)"

It now appears that there are two kinds of deductive reasoning, which might, perhaps, be called explicatory and ampliative. However, the latter term might be misunderstood; for...