Manuscript | Posted 25/09/2014
Peirce, Charles S. (1903). Lowell Lectures. 1903. Lecture 3. 1st draught. MS [R] 458
Robin Catalogue:
Science, mathematics, and quantity. Pure mathematics (the science of hypotheses) is divided in accordance with the complexity of its hypotheses. Simplest mathematics... Mathematics, Science, Philosophy, Benjamin Peirce, Richard Dedekind, Simplest Mathematics, Mathematics of Existential Graphs, False Graph, True Graph, Mathematics of Logic, Three-valued Mathematics, Theory of Numbers, Higher Arithmetic, Multitude, Maniness, Georg Cantor, Bernard Bolzano, Euclid, Infinity, Whole, Collection, Definition, Dyad, Duette, Ordered Pair, Ens Rationis, Nothing, Possible, Identity, Augustus De Morgan, Syllogism of Transposed Quantity, Existence, Experience, Knowledge, Possibility, Idea, Achilles and the Tortoise, Convenient Fiction
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Manuscript | Posted 25/09/2014
Peirce, Charles S. (1903). Lowell Lectures. Lecture 2. Vol. 2. MS [R] 456
Robin Catalogue:
A. MS., notebook, n.p., 1903, pp. 40-66.
The second of a three-part introduction to the alpha and beta parts of existential graphs. For the first and third... Beta Graph, Alphapermissible Transformation, Alpha-sign, Blot, Permissible Transformation, Scroll, True Graph, Definition, Corollary, Euclid, Observation, Corollarial Consequence, Theorematic Consequence, Double Enclosure, Blank, Principle of Contraposition, Modus Ponens, Pseudograph, Rule of Erasure and Insertion, Rule of Iteration and Deiteration, Rule of Insignificants and the Pseudograph
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Manuscript | Posted 11/09/2014
Peirce, Charles S. (1897 [c.]). On Multitudes [R]. MS [R] 28
Robin Catalogue:
A. MS., n.p., [c.1897?], pp. 23-48.
Abnumeral collection; first, second, and third denumeral multitude; princi, secundo, and tertio post-numeral multitude.... 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 08/09/2014
Peirce, Charles S. (1895 [c.]). On the Logic of Quantity. MS [R] 17
Robin Catalogue:
A. MS., n.p., [c.1895], pp. 1-9; 7-10 of another draft.
This manuscript should be compared with MS. 16, to which it bears a special similarity. See also MS. 250... Quantity, Mathematics, Hypothesis, Diagram, Scale of Quantity, Aristotle, Augustus De Morgan, William Hamilton, Euclid, Time, Space, Kant, Benjamin Peirce, George Chrystal, Perfect Knowledge, Definition, Science, Experience, Mathematical Hypothesis, Physical Hypothesis, Deductive Reasoning, Cognitive Experience, Emotional Experience, Probability, Feeling, Sensation, Precept, Observation, Relation, Intuition, Vividness, Instantaneous Photograph, Index, Assertion, Intuitional Diagram
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Manuscript | Posted 08/01/2013
Peirce, Charles S. (1903). Lowell Lectures on Some Topics of Logic Bearing on Questions Now Vexed. Part 1 of 3rd draught of 3rd Lecture. MS [R] 464
From the Robin Catalogue:
A. MS., notebook, G-1903-2a, begun October 8, 1903, pp. 1-64, 68.
Published in two places: 1.324 and 1.343-349 (pp. 30-34 and 36-64 respectively). Note... Existential Graph, Alpha-possible, Euclid, Beta-possible, Beta Graph, Phenomenology, Secondness, Quality of Feeling, Firstness, Meaning, Past, Present, Triadic Relation, Giving, Sign, Thirdness, Josiah Royce, Thought
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Manuscript | Posted 25/11/2012
Peirce, Charles S. (1897). Multitude and Number. MS [R] 25
From the Robin Catalogue:
A. MS., G-1897-1, pp. 1-82, with rejected or alternative pages running brokenly from p. 7 to p. 71.
Most of manuscript was published (4.170-... Collection, Universe of Discourse, Experience, Time, Space, Multitude, Discrete Collection, Multiplicity, Mathematics, Philosophy, Enumerable Collection, Finite Collection, Augustus De Morgan, Syllogism of Transposed Quantity, Inenumerable Collection, Fundamental Theorem of Arithmetic, Denumerable Collection, Multiplication, Free Multiplication, Dominated Multiplication, Georg Cantor, Number, Generating Relation, First Abnumeral Multitude, Primipostnumeral Multitude, Achilles and the Tortoise, Fermatian Syllogism, Primipostnumeral Syllogism, Secundopostnumeral Collection, Arithm, Metrics, Graphics, Topics, Geometry, Absolute, Plane, Singularity, Continuity, Chorisis, Cyclosis, Euler's Theorem, Product of a Collection, Vagueness, Generality, Euclid, Non-Euclidean Geometry
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