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Fig. 15.3.
Monomial diagram. The ideal
J
of conformal bivariate polynomials of type Gauss-Krueger/UTM.
The
solid dots
illustrate monomials in
J
, those not in
J
are
open circles
,
x
(
l,b
), according to
Cox et al.
(
1996
)
Fig. 15.4.
Monomial diagram. The ideal
J
of conformal bivariate polynomials of type Gauss-Krueger/UTM.
The
solid dots
illustrate monomials in
J
, those not in
J
are
open circles
,
y
(
l,b
), according to
Cox et al.
(
1996
)
E
2
)sin
B
0
(1
− E
2
sin
2
B
0
)
3
/
2
,
x
30
=
A
1
cos
B
0
(1
−
2sin
2
B
0
+
E
2
sin
4
B
0
)
6(1
x
11
=
−
A
1
(1
−
E
2
sin
2
B
0
)
1
/
2
−
E
2
)(1
−
E
2
)cos
B
0
(1 + 2
E
2
sin
2
B
0
)
2(1
x
12
=
−
A
1
(1
−
E
2
sin
2
B
0
)
5
/
2
−
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