deletions | additions       diff --git a/subsection_Trigonometric_noisy_real_Prony__.tex b/subsection_Trigonometric_noisy_real_Prony__.tex  index 81860ec..058a1c7 100644  --- a/subsection_Trigonometric_noisy_real_Prony__.tex  +++ b/subsection_Trigonometric_noisy_real_Prony__.tex 
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\subsection{Trigonometric noisy real Prony, 2D}  General solving approach for general complex Prony problems doesn't work well for noisy system. Consider the following numerical example: we have two-dimensional trigonometry Prony system ($S_1$). Let's add some noise to the moments and try to reconstruct original system by the general approach ($S_2$) and the trigonometry approach ($S_3$).  The numerical results are in the table \ref{tbl:noisy}.  \begin{table}  \label{tbl:noisy}  \centering  \begin{tabular}{rllllllll}  \hline 
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\end{tabular}  \end{table}