Continuity
Dictionary Entry | Posted 30/03/2015 Quote from "The Law of Mind" We now come to the difficult question, What is continuity? Kant confounds it with infinite divisibility, saying that the essential character of a continuous series is that between any two members... |
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Manuscript | Posted 11/01/2015 Peirce, Charles S. (1903). Lecture V [R]. MS [R] 471 Robin Catalogue: |
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Manuscript | Posted 08/01/2015 Peirce, Charles S. (1903). Lecture 5,. Vol. 2. MS [R] 470 Robin Catalogue: |
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Monograph | Posted 23/12/2014 Potter, Vincent G. (1996). Peirce's Philosophical Perspectives |
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Manuscript | Posted 25/11/2014 Peirce, Charles S. (1903). Lowell Lectures of 1903 by C. S. Peirce. Second draught of Lecture 3. MS [R] 461 Robin Catalogue: |
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Article in Journal | Posted 25/11/2014 Havenel, Jérôme (2008). Peirce's Clarifications of Continuity The article discusses Charles S. Peirce's mathematical and philosophical concept of continuity. The author examines the manuscripts written by Peirce, including "Some Consequences of Four...
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Monograph | Posted 03/11/2014 Parker, Kelly A. (1998). The Continuity of Peirce's Thought A comprehensive and systematic reconstruction of the philosophy of Charles S. Peirce, perhaps America's most far-ranging and original philosopher, which reveals the unity of his complex and... |
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Article in Journal | Posted 03/11/2014 Moore, Matthew E. (2009). Peirce on Perfect Sets, Revised The article examines philosopher Charles S. Peirce's definition of continuity in the "Century Dictionary" as it was reprinted in the "Collected Papers." The definition of...
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Article in Journal | Posted 28/10/2014 Bellucci, Francesco (2013). Peirce's Continuous Predicates Around 1906, Peirce discovered that the logical analysis of a proposition comes to an end when a “continuous predicate” is found. Continuous predicates are those predicates that cannot be analyzed,...
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Manuscript | Posted 14/09/2014 Peirce, Charles S. (nd). Fragments on Collections [R]. MS [R] 36 Robin Catalogue: |
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Manuscript | Posted 11/09/2014 Peirce, Charles S. (1897 [c.]). On Multitudes [R]. MS [R] 28 Robin Catalogue: Denumerable Collection, Fermatian Inference, Georg Cantor, First Abnumeral Multitude, Second Abnumeral Multitude, Mathematics, Third Abnumeral Multitude, Supermultitudinous Collection, Continuity, Order of Magnitude, Arithm, Infinity, Number, Limit, Assignable Quantity, Primipostnumeral Collection, Simon Newcomb, Euclid, Primipostnumeral Multitude, Secundipostnumeral Multitude, Tertiopostnumeral Multitude, Continuum, Pedagogy, Line
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Manuscript | Posted 01/09/2014 Peirce, Charles S. (1895 [c.]). On Quantity, with special reference to Collectional and Mathematical Infinity. MS [R] 14 Robin Catalogue: Mathematics, Quantity, Continuity, Infinity, Definition, Pure Mathematics, Applied Mathematics, Deductive Reasoning, Transitive Relation, Cyclical Relation, Negation, Singularity, Addition, Rational Quantity, Real Quantity, Endless Series, Direct Convergence, Limit, Imaginary Quantity, Quaternion, Quasi-continuum, Topics, Graphics, Metrics, Multitude, Number, Counting, Cardinal Numerals, Enumerable Collection, Denumerable Collection, Innumerable Collection, Georg Cantor, Abnumeral Collection, General, Individual, Time, Space, Reasoning, Moment, Presence, Continuum
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Dictionary Entry | Posted 11/06/2014 Quote from "Fallibilism, Continuity, and Evolution [R]" … let me call your attention to the natural affinity of this principle to the doctrine of fallibilism. The principle of continuity is the idea of fallibilism objectified.... |
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Dictionary Entry | Posted 11/06/2014 Quote from "Fallibilism, Continuity, and Evolution [R]" But in order really to see all there is in the doctrine of fallibilism, it is necessary to introduce the idea of continuity, or unbrokenness. This is the leading... |
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Dictionary Entry | Posted 11/06/2014 Quote from "Lessons of the History of Science" It is not necessary to read far in almost any work of philosophy written by a man whose training is that of a theologian, in order to see how helpless such minds are in attempting to deal with... |
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Manuscript | Posted 11/06/2014 Peirce, Charles S. (1897-8). Abstracts of 8 Lectures. MS [R] 942 From the Robin Catalogue: Continuity, Continuum, Quality, Logic of Events, Hegel, Existence, Real, Thisness, Possibility, Duality, Generality, Reaction, Secondness, Firstness, Threeness, Triad, Singularity, Combination, Time, Creation, Generalization, Habit, Objective, Subjective, Evolutionism, God, Herbert Spencer, Inner World, Outer World, Social World, Plato's World, Lamarckian Evolution, Darwinian Evolution, Idealism, Objective Logic, Casual Reaction, Substantial Reaction, Adventitious Reaction
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Monograph | Posted 30/04/2014 Buckley, Benjamin L. (2012). The Continuity Debate: Dedekind, Cantor, du Bois-Reymond, and Peirce on Continuity and Infinitesimals The topic of this book is the historical struggle to define and defend a realnumber continuum which could do the work limit theory required of it. These definitions drew heavily on philosophical... |
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Monograph | Posted 30/04/2014 Zalamea, Fernando (2012). Peirce’s Logic of Continuity: A Conceptual and Mathematical Approach Peirce’s logic of continuity is explored from a double perspective: (i) Peirce’s original understanding of the continuum, alternative to Cantor’s analytical Real line, (ii) Peirce’s original... |
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Monograph | Posted 08/04/2014 Forster, Paul (2011). Peirce and the Threat of Nominalism Charles Peirce, the founder of pragmatism, was a thinker of extraordinary depth and range - he wrote on philosophy, mathematics, psychology, physics, logic, phenomenology, semiotics, religion and... |
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Encyclopedia Article | Posted 05/01/2014 Rosenthal, Sandra: "Firstness and the Collapse of Universals" Firstness is the most neglected of Peirce’s categories, and is frequently held to be either elusive or inherently inconsistent. Yet, one’s implicit understanding of Firstness guides the kind of... |