Write the generators in the text
area labeled "Generators:", one
polynomial per row. Write the polynomial as a
series of monomials with coefficients before
indeterminates. Use "^" for powers.
Examples:
-2*x1^3+x1*x2-1
OK
1-x1*2/3-x2*5
NO
1-2/3*x1-5*x2
OK
y*(x-z)+(2x)^3
NO
y*x-y*z+8*x^3
OK
-2*(x-1)
NO
-2*x+2
OK
Write the indeterminates you have
used separated by blanks, in decreasing
order. Examples:
kth-elimination
order.
You must specify k in the textfield on
the right
(1 is the default).
Tick the "detailed
output" check box if you want the applet to
print a detailed output of the steps actually performed to compute the
basis. I think this is a nice option from a
didactic point of view.
Click the "Compute"
button to start the applet or "Clear"
to clear all the fields.
EXAMPLE The reduced Groebner basis
of I
= (t3+x+y, t2+1/2x2-x-z2,
t2+y-z2)computed by the applet (with
the 1st elimination order and t>x>y>z):