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N-1 Ν, k – γ = mN, m an integer Σe-it -j(2π/N)(-r)η ) n=0 0, otherwise
N-1 Ν, k – γ = mN, m an integer Σe-it -j(2π/N)(-r)η ) n=0 0, otherwise
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N-1 Ν, k – γ = mN, m an integer Σe-it -j(2π/N)(-r)η ) n=0 0, otherwise
Prove it with the formula
N-1 Ν, k – γ = mN, m an integer Σe-it -j(2π/N)(-r)η ) n=0 0, otherwise
N-1 Ν, k – γ = mN, m an integer Σe-it -j(2π/N)(-r)η ) n=0 0, otherwise
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