We first define real-valued quantities α and β to be the real and imaginary components of γ; i.e., α≜Re{γ} \[\beta \tr...We first define real-valued quantities α and β to be the real and imaginary components of γ; i.e., α≜Re{γ}β≜Im{γ} and subsequently γ=α+jβ Then we observe e±γz=e±(α+jβ)z=e±αze±jβz It may be easier to interpret this expression by reverting to the time …
We first define real-valued quantities α and β to be the real and imaginary components of γ; i.e., α≜Re{γ} \[\beta \tr...We first define real-valued quantities α and β to be the real and imaginary components of γ; i.e., α≜Re{γ}β≜Im{γ} and subsequently γ=α+jβ Then we observe e±γz=e±(α+jβ)z=e±αze±jβz It may be easier to interpret this expression by reverting to the time …
We first define real-valued quantities α and β to be the real and imaginary components of γ; i.e., α≜Re{γ} \[\beta \tr...We first define real-valued quantities α and β to be the real and imaginary components of γ; i.e., α≜Re{γ}β≜Im{γ} and subsequently γ=α+jβ Then we observe e±γz=e±(α+jβ)z=e±αze±jβz It may be easier to interpret this expression by reverting to the time …
