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theorem

complexDim_eq_Dm1

proved
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module
IndisputableMonolith.Mathematics.ComplexAnalysisFromRS
domain
Mathematics
line
30 · github
papers citing
none yet

open explainer

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open lean source

IndisputableMonolith.Mathematics.ComplexAnalysisFromRS on GitHub at line 30.

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formal source

  27
  28/-- Complex plane dimension = D-1 = 2. -/
  29def complexDim : ℕ := 2
  30theorem complexDim_eq_Dm1 : complexDim = 3 - 1 := by decide
  31
  32structure ComplexAnalysisCert where
  33  five_theorems : Fintype.card ComplexTheoremRS = 5
  34  complex_dim : complexDim = 3 - 1
  35
  36def complexAnalysisCert : ComplexAnalysisCert where
  37  five_theorems := complexTheoremCount
  38  complex_dim := complexDim_eq_Dm1
  39
  40end IndisputableMonolith.Mathematics.ComplexAnalysisFromRS

papers checked against this theorem

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