theorem
proved
twoLoopAlphaSCert_holds
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IndisputableMonolith.Physics.QCDRGE.TwoLoopAlphaS on GitHub at line 132.
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129 reduces_at_anchor : ∀ (alpha_0 : ℝ) (N_f : ℕ) (mu_0_GeV : ℝ),
130 0 < mu_0_GeV → alpha_s_two_loop alpha_0 N_f mu_0_GeV mu_0_GeV = alpha_0
131
132theorem twoLoopAlphaSCert_holds : TwoLoopAlphaSCert :=
133 { b0_at5_pos := b0_at_Nf5_pos
134 b1_at5_pos := b1_at_Nf5_pos
135 reduces_at_anchor := alpha_s_two_loop_at_anchor }
136
137end
138
139end IndisputableMonolith.Physics.QCDRGE.TwoLoopAlphaS