Wn+1=Vn+1–C =AVn+B’–C =A(Wn+C)+B’–C car on a : Wn = Vn – C et donc : Vn = Wn + C =AWn+AC+B’–C =AWn+AC–C+B’ =AWn+AC–I2C+B’ =AWn+(A–I2)×(–(A–I2)**-1B’)+B’ =AWn–(A–I2)(A–I2)**-1B’+B’ =AWn–I2B’+B’ =AWn
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Wn+1=Vn+1–C =AVn+B’–C =A(Wn+C)+B’–C car on a : Wn = Vn – C et donc : Vn = Wn + C =AWn+AC+B’–C =AWn+AC–C+B’ =AWn+AC–I2C+B’ =AWn+(A–I2)×(–(A–I2)**-1B’)+B’ =AWn–(A–I2)(A–I2)**-1B’+B’ =AWn–I2B’+B’ =AWn