@@ -63,7 +63,7 @@ This function solves the linear problem ``\textbf{A x}=\textbf{b}`` at a fixed f
6363 - `` \textbf{b}=Q\rho^{(m,n,+)}_{\textbf{j} \vert \textbf{q}} ``
6464using the package [ LinearSolve.jl] ( http://linearsolve.sciml.ai/stable/ ) .
6565
66- Finially , one can obtain the value of the power spectrum for specific `` \omega `` , namely
66+ Finally , one can obtain the value of the power spectrum for specific `` \omega `` , namely
6767``` math
6868\pi S(\omega) = -\textrm{Re}\left\{\textrm{Tr}\left[ P \textbf{x}\right]\right\}.
6969```
@@ -110,7 +110,7 @@ This functionsolves two linear problems ``\textbf{A}_+ \textbf{x}_+=\textbf{b}_+
110110 - `` \textbf{b}_-=d\rho^{(m,n,+)}_{\textbf{j} \vert \textbf{q}} ``
111111using the package [ LinearSolve.jl] ( http://linearsolve.sciml.ai/stable/ ) .
112112
113- Finially , one can obtain the density of states for specific `` \omega `` , namely
113+ Finally , one can obtain the density of states for specific `` \omega `` , namely
114114``` math
115115\pi A(\omega) = -\textrm{Re}\left\{\textrm{Tr}\left[ d \textbf{x}_+\right]+\textrm{Tr}\left[ d^\dagger \textbf{x}_-\right]\right\}.
116116```
@@ -139,4 +139,4 @@ d::QuantumObject
139139ω_list = 0 : 0.5 : 2 # [0.0, 0.5, 1.0, 1.5, 2.0]
140140
141141πAω = DensityOfStates (M_odd, ados, d, ω_list)
142- ```
142+ ```
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