Dynare++ tensor library doc: update for TLStatic; fix typo
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@ -164,7 +164,7 @@ Faa Di Bruno.
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\item[IntSequence]
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\item[IntSequence]
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The class represents a sequence of integers. Useful everywhere.
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The class represents a sequence of integers. Useful everywhere.
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\item[TwoDMatrix and ConstTwoDMatrix]
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\item[TwoDMatrix and ConstTwoDMatrix]
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These classse provide an interface to a code handling two-dimensional
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These classes provide an interface to a code handling two-dimensional
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matrices. The code resides in Sylvester module, in directory {\tt
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matrices. The code resides in Sylvester module, in directory {\tt
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sylv/cc}. There is
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sylv/cc}. There is
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no similar interface to \texttt{Vector} and \texttt{ConstVector} classes from the
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no similar interface to \texttt{Vector} and \texttt{ConstVector} classes from the
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@ -188,8 +188,7 @@ higher moments of normal distribution. The code contains an algorithm
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for generating the moments for arbitrary covariance matrix.
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for generating the moments for arbitrary covariance matrix.
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\item[TLStatic]
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\item[TLStatic]
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The class encapsulates all static information needed for the
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The class encapsulates all static information needed for the
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library. It includes a Pascal triangle (for quick computation of
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library. It includes precalculated equivalence sets.
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binomial coefficients), and precalculated equivalence sets.
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\item[TLException]
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\item[TLException]
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Simple class thrown as an exception.
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Simple class thrown as an exception.
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\end{description}
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\end{description}
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@ -239,7 +238,7 @@ vice-versa. We test whether their coordinates are as expected.
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and the result $\left[f_{y^ku^l}\right]$. Then we calculate the
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and the result $\left[f_{y^ku^l}\right]$. Then we calculate the
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derivatives with \texttt{multAndAdd} of \texttt{ZContainer} and compare.
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derivatives with \texttt{multAndAdd} of \texttt{ZContainer} and compare.
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\item We test the polynomial evaluation by evaluating a folded and
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\item We test the polynomial evaluation by evaluating a folded and
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unfolded polynomial in traditional and horner-like fashion. This gives
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unfolded polynomial in traditional and Horner-like fashion. This gives
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four methods in total. The four results are compared.
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four methods in total. The four results are compared.
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\end{itemize}
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\end{itemize}
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