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-Math::Series defines a class for simple mathematic series with a recursive
-definition such as x_(n+1) = 1 / (x_n + 1). Such a recursive definition is
-treated as a sequence whose elements will be added to form a series. You
-can refer to the previous sequence element as well as to the current index
-in the series. Creation of a Math::Series object is described below in the
+Math::Series defines a class for simple mathematic series with a recursive
+definition such as x_(n+1) = 1 / (x_n + 1). Such a recursive definition is
+treated as a sequence whose elements will be added to form a series. You
+can refer to the previous sequence element as well as to the current index
+in the series. Creation of a Math::Series object is described below in the
paragraph about the constructor.
-Math::Series uses Math::Symbolic to parse and modify the recursive
-sequence definitions. That means you specify the sequence as a string
-which is parsed by Math::Symbolic. Alternatively, you can pass the
+Math::Series uses Math::Symbolic to parse and modify the recursive
+sequence definitions. That means you specify the sequence as a string
+which is parsed by Math::Symbolic. Alternatively, you can pass the
constructor a Math::Symbolic tree directly.
-Because Math::Series uses Math::Symbolic for its implementation, all
-results will be Math::Symbolic objects which may contain other variables
+Because Math::Series uses Math::Symbolic for its implementation, all
+results will be Math::Symbolic objects which may contain other variables
than the sequence variable and the iterator variable.
-Each Math::Series object is an iterator to iterate over the elements of
-the series starting at the first element (which was specified by the
-starting element, the second argument to the new() constructor). It offers
-facilities to cache all calculated elements and access any element
-directly, though unless the element has been cached in a previous
+Each Math::Series object is an iterator to iterate over the elements of
+the series starting at the first element (which was specified by the
+starting element, the second argument to the new() constructor). It offers
+facilities to cache all calculated elements and access any element
+directly, though unless the element has been cached in a previous
calculation, this is just a shortcut for repeated use of the iterator.
WWW: http://search.cpan.org/dist/Math-Series/