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\end{figure}
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\end{frame}
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\begin{frame}{Main problem Statement}
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\begin{frame}{Main Problem Statement}
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\textbf{Problem Statement 1}
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\textit{
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Given a discretized time series $t$ and a set of patterns $P=\{\chi, P_1,\dots, P_n\}$, identify an injective mapping $m_{SSSM}:\mathbb{N}\longrightarrow P$ such that every sample $t[i]$
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maps to a pattern in $P$ with the condition that the sample matches an occurence of the pattern in $t$.
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maps to a pattern in $P$ with the condition that the sample matches an occurrence of the pattern in $t$.
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}
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\end{frame}
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\begin{frame}{Conclusion}
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\begin{itemize}[<+- | alert@+>]
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\item Preliminary work illustrates potential and identified a gap.
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\item Three main problems identified:
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\item Three sub-problems identified:
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\begin{itemize}[<+- | alert@+>]
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\item SSSM shows good results so far.
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\item SSMM is an extension of preliminary work.
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