shipslides
Philosophy13 slides0 views

Logic — The Form of Valid Inference

From the syllogism to incompleteness: twenty-three centuries of trying to mechanize reasoning, and the discovery that reason itself has limits.

Standalone
Sandboxed deck
Open raw

About this HTML presentation

This Shipslides page presents Logic — The Form of Valid Inference as an interactive HTML presentation deck in the Philosophy catalog with 13 slides. The share page keeps the uploaded deck sandboxed while exposing readable context, topics, and a slide outline for viewers and search engines.

From the syllogism to incompleteness: twenty-three centuries of trying to mechanize reasoning, and the discovery that reason itself has limits. Key sections include: LOGIC The form of valid inference; Aristotle · The Syllogism; Stoic Logic · Propositional Connectives; Ockham · Theory of Supposition; Frege · Begriffsschrift; Russell & Whitehead · Principia Mathematica; Russell's Paradox; Hilbert's Programme; Gödel · Incompleteness; Turing · The Halting Problem.

Key sections

  • 01LOGIC The form of valid inference
  • 02Aristotle · The Syllogism
  • 03Stoic Logic · Propositional Connectives
  • 04Ockham · Theory of Supposition
  • 05Frege · Begriffsschrift
  • 06Russell & Whitehead · Principia Mathematica
  • 07Russell's Paradox
  • 08Hilbert's Programme

Topics covered

catalogphilosophylogic
Slide outline
  1. 01LOGIC The form of valid inference
  2. 02Aristotle · The Syllogism
  3. 03Stoic Logic · Propositional Connectives
  4. 04Ockham · Theory of Supposition
  5. 05Frege · Begriffsschrift
  6. 06Russell & Whitehead · Principia Mathematica
  7. 07Russell's Paradox
  8. 08Hilbert's Programme
  9. 09Gödel · Incompleteness
  10. 10Turing · The Halting Problem
  11. 11Modal Logic · Necessity & Possibility
  12. 12Modern Currents
  13. 13References & Further Viewing
Page data
Canonical
https://shipslides.com/d/catalog-philosophy-logic
Category
Philosophy
Size
27.8 KB
Updated
2026-05-17
LLM text
https://shipslides.com/d/catalog-philosophy-logic/llms.txt
Remove this deck