@@ -82,15 +82,15 @@ with graphical representation
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<p align =" center " >
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$$
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\large{
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- \rule[2.5pt]{10pt}{0.4pt} \,\,\, {\small r_0} \,\,\, \rule[2.5pt]{10pt}{0.4pt} \,\,\,
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- \begin{matrix} |\\ {\small n_1}\\ |\\ \framebox[22pt]{ $\underset{\phantom{0}} {\stackrel{\phantom{0} }{T^{(1)}}}$} \\ | \\ {\small m_1}\\|\end{matrix}
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- \,\,\, \rule[2.5pt]{10pt}{0.4pt} \,\,\, {\small r_1} \,\,\, \rule[2.5pt]{10pt}{0.4pt} \,\,\,
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- \begin{matrix} |\\ {\small n_2}\\ |\\ \framebox[22pt]{ $\underset{\phantom{0}} {\stackrel{\phantom{0} }{T^{(2)}}}$} \\ | \\ {\small m_2}\\|\end{matrix}
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- \,\,\, \rule[2.5pt]{10pt}{0.4pt} \,\,\, {\small r_2} \,\,\, \rule[2.5pt]{10pt}{0.4pt} \,\,\,
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- \begin{matrix} |\\ {\small n_3}\\ |\\ \framebox[22pt]{ $\underset{\phantom{0}} {\stackrel{\phantom{0} }{T^{(3)}}}$} \\ | \\ {\small m_3}\\|\end{matrix}
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- \,\,\, \rule[2.5pt]{20pt}{0.4pt} \,\,\, \cdots\cdots \,\,\, \rule[2.5pt]{20pt}{0.4pt} \,\,\,
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- \begin{matrix} |\\ {\small n_d}\\ |\\ \framebox[22pt]{ $\underset{\phantom{0}} {\stackrel{\phantom{0} }{T^{(d)}}}$} \\ | \\ {\small m_d}\\|\end{matrix}
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- \,\,\, \rule[2.5pt]{10pt}{0.4pt} \,\,\, {\small r_d} \,\,\, \rule[2.5pt]{10pt}{0.4pt}
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+ \textemdash \,\,\, {\small r_0} \,\,\, \textemdash \,\,\,
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+ \begin{matrix} |\\ {\small n_1}\\ |\\ \framebox[22pt]{ $\underset{} {\stackrel{}{T^{(1)}}}$} \\ | \\ {\small m_1}\\|\end{matrix}
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+ \,\,\, \textemdash \,\,\, {\small r_1} \,\,\, \textemdash \,\,\,
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+ \begin{matrix} |\\ {\small n_2}\\ |\\ \framebox[22pt]{ $\underset{} {\stackrel{}{T^{(2)}}}$} \\ | \\ {\small m_2}\\|\end{matrix}
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+ \,\,\, \textemdash \,\,\, {\small r_2} \,\,\, \textemdash \,\,\,
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+ \begin{matrix} |\\ {\small n_3}\\ |\\ \framebox[22pt]{ $\underset{} {\stackrel{}{T^{(3)}}}$} \\ | \\ {\small m_3}\\|\end{matrix}
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+ \,\,\, \textemdash \,\,\, \cdots\cdots \,\,\, \textemdash \,\,\,
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+ \begin{matrix} |\\ {\small n_d}\\ |\\ \framebox[22pt]{ $\underset{} {\stackrel{}{T^{(d)}}}$} \\ | \\ {\small m_d}\\|\end{matrix}
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+ \,\,\, \textemdash \,\,\, {\small r_d} \,\,\, \textemdash
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}
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$$
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</p >
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