D O C U M E N T 3 7 1 C A L C U L A T I O N S 5 8 5 371. Calculations [Leyden, between 27 September and 10 October 1926][1] In der Grenze ist dies gleichwertig mit Wenn die Zeit darin bleibt ∂t ∂W aμν∂W 2 ------- - ∂qμ∂qν ∂W V + + 0 = e j2π---- W h - ψ = W j------lgψ h 2π –= aμν∂W 2 ------- - ∂qμ∂qν ∂W E V) – ( + 0 = aμν§ 2 ------- - h 2π¹ ------ © · 2∂ψ ∂qμ∂qν ∂ψ E V)ψ2 – ( + 0 = ψ – ¢ ² ∂ψ ∂xα ----------------- - h² ¢ Δψ 2² ¢ 2π h ------· © ¹ § 2 E V)ψ – ( + 0 = j h 2π ------ ψ² ¢ ∂ψ ∂t ψ ---- ------ - – h 2π¹ ------ © § · 2 1 ψ2∂qμ∂qν ------ ∂ψ ∂ψ aμν V + ⋅ – 0 = Δψ j------------ h 2π ∂ψ ∂t - – h 2π¹ ------· © § 2 ∂qμ∂qν ∂ψ ∂ψ Vψ + ⋅ – 0. = p = I 2 -- - α² ¢ · 2 L 1 2I ---- - p2 = = ∂qν ∂L pν h 2π∂qν ------ ∂ψ- ψ -------- -------- –j αμνqν · = = = I 2 --²Iq - ¢ · p = ∂q© ∂ ∂q ∂ψ 1 2I¹ ----· - ⋅ § Δψ =