\begin{figure}[h]
  \centering
  \subfloat[Singular value of matrix B \newline for different fixed values of real part of the energy.\newline
      \begin{tabular}{l l}
        $\cdots \cdots \cdots$&$\ReE =-0.131069762945000$,\\
        $- \cdot \cdot - \cdot \cdot -$&$\ReE=-0.131069762940000$,\\
        $- \cdot - \cdot -$&$\ReE=-0.131069762941415$,\\
        ------------&$\ReE=-0.1310697629441572$ \\
      \end{tabular}]{
    \includegraphics[trim= 1mm 0mm 1mm 2mm, clip, width=9cm]{G22.pdf}
  }
  \subfloat[Singular value of matrix B for different fixed values of real part of the energy. \newline
      \begin{tabular}{l l}
              $- \cdot \cdot - \cdot \cdot -$&$\ImE=-2.854530$,\\
          $- \cdot - \cdot -$&$\ImE=-2.854529$,\\
          $- - - -$&$\ImE=-2.854527$,\\
          ------------&$\ImE=-2.854528$\\
      \end{tabular}]{

  \includegraphics[trim= 5mm 0mm 0mm 2mm, clip, width=9cm]{G25.pdf}

  }
  \caption{Showing the important dependence of the sharpness of the minimum on the precis value of either the real or the imaginary part of the energy}
\end{figure}