Update holomorphic_primitive2.lean
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@ -303,10 +303,18 @@ theorem primitive_additivity
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let εx := rx - dist z₀.re z₁.re
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let εx := rx - dist z₀.re z₁.re
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have hεx : εx > 0 := by
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have hεx : εx > 0 := by
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sorry
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let A := hz₁.1
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simp at A
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dsimp [εx]
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rw [dist_comm]
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simpa
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let εy := ry - dist z₀.im z₁.im
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let εy := ry - dist z₀.im z₁.im
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have hεy : εy > 0 := by
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have hεy : εy > 0 := by
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sorry
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let A := hz₁.2
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simp at A
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dsimp [εy]
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rw [dist_comm]
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simpa
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use εx
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use εx
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use hεx
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use hεx
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