Dirac's Work Algorithms

A 300-case reconstruction of Paul Adrien Maurice Dirac's theoretical physics working methods from papers, book sections, lectures, archival notes, and public expositions. Each case is treated as a lecture-style unit: a thesis, a result, and three overlapping method tags. The page is a bibliographic and methodological reconstruction, not a reproduction of the original texts.

33 reconstructed strategies300 lecture-style casesOverlapping prevalence histogramsQuantum Mechanics · Relativity · Fields · Foundations
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Research Reconstruction

Dirac's corpus is unusually concentrated: the 1924-1948 collected works cover his most productive period, while The Principles of Quantum Mechanics turns research discoveries into a compact symbolic system. This reconstruction extracts recurring work algorithms: q-numbers, transformation theory, bra-ket syntax, spectral observables, relativistic square roots, spinor covariance, field quantization, constrained Hamiltonian dynamics, large-number speculation, and mathematical beauty as a selection rule.

The 300 cases combine early collected papers, later publications and lectures, textbook sections, archive notes, correspondence-style material, and public foundational statements. The strategy tags are intentionally overlapping: one Dirac case can simultaneously use symbolic algebra, Lorentz covariance, and a beauty/unification criterion.

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Interactive Strategy Tree

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Overlapping Strategy Prevalence

Percentages mean case prevalence: a method used in 180 of 300 cases is shown as 60%. Because each case may use several methods, totals are not expected to sum to 100%.

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Source Spine

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300-Case Corpus

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Worked Demonstrations