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allHypergeometricSolutions


\begin{usage}
allHypergeometricSolutions~L
\end{usage}


Signature


\begin{params}
{\em L} & RXE & A linear ordinary recurrence operator\\\end{params}

\begin{retval}
Returns $[]$\ if $L y = 0$\ has no hypergeometric solution over ...
... linearly independent over the constants
in each pair of the list.
\end{retval}

\begin{remarks}
A return value of $[]$\ proves that there
are no hypergeometric...
...etric
solutions over the algebraic closure of its fraction field.
\end{remarks}


Manuel Bronstein 2000-12-13