Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) =
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F)
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn σt(E ? F) = σt(E)σt(F), λt(E ? F) = Sk(E ? F) ≡ ?k = m + n SmE ? SnF, ∧k(E ? F) ≡ ?k = m + n ∧mE ? ∧nF dim Sn E dim ∧nE σt(E) = dim(SnE)tn λt(E) = dim(∧nE)tn
It means shut the hell up bitch! or I`ll fuck the hell out of your HOE ASS You like that don`t you. I wouldn`t mind going up your ass either Now go fuck your self!!