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f := x -> 1-2*x+3*x^2-2*x^3+x^4;
f := x -> 1-2*x+3*x 2 -2*x 3 +x 4
> fortran(f);
c The options were : operatorarrow
real function f(x)
real x
f = 1-2*x+3*x**2-2*x**3+x**4
return
end
11.4 Maple Packages
This is a brief summary of the capabilities of the various Maple packages included in the standard
distribution. In each case, you can get more detailed information from within Maple by using
?package-name where package-name is the name of the package as it is shown below. You can
always use ?packages to see the most up-to-date listing of Maple packages.
This is a listing of packages available in Maple as of the summer of 1998, and a brief summary of their
functions:
Package capability
DEtools differential equations tools
Domains create domains of computation
GF Galois Fields
GaussInt Gaussian Integers
LREtools manipulate linear recurrence relations
combinat combinatorial functions
combstruct combinatorial structures
difforms differential forms
finance financial mathematics
genfunc rational generating functions
geometry Euclidean geometry
grobner Grobner bases
group permutation and finitely-presented groups
inttrans integral transforms
liesymm Lie symmetries
linalg Linear algebra
logic Boolean logic
networks graph networks
numapprox numerical approximation
numtheory number theory
orthopoly orthogonal polynomials
padic p-adic numbers
plots graphics package
plottools basic graphical objects
powseries formal power series
process (Unix)-multi-processing
simplex linear optimization
stats statistics
student student calculus
sumtools indefinite and definite sums
tensor tensor computations and General Relativity
totorder total orders on names
114