Edit detail for SparseMultivariateTaylorSeries revision 3 of 3

changed:
-Example for multivariate Taylor series expansion
-
-  In order to work with multivariate Taylor series one first
-  has to do a few preparation steps in order to create an
-  appropriate domain.
-
-\begin{axiom}
-Z==>Integer
-Q==>Fraction Z
-vl: List Symbol := [x,y]
-V==>OrderedVariableList vl
-E ==> DirectProduct(2, NonNegativeInteger)
-P==>SparseMultivariatePolynomial(Q, V)
-M==>SparseMultivariateTaylorSeries(Q,V,P)
-X:=monomial(1$M,x,1)
-Y:=monomial(1$M,y,1)
-sinh(X)*cosh(Y)
-\end{axiom}
-
-
-From BillPage Fri Aug 22 21:19:19 +0000 2014
-From: Bill Page
-Date: Fri, 22 Aug 2014 21:19:19 +0000
-Subject: Naive solution
-Message-ID: <20140822211919+0000@axiom-wiki.newsynthesis.org>
-
-This is not what I expected:
-\begin{axiom}
-x:=taylor 'x
-y:=taylor 'y
-sinh(x)*cosh(y)
-\end{axiom}
-
-Can it be converted somehow to the solution above?
How to work with multivariate Taylor series

  Look at the page TaylorSeries.