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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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