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17
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N N ∑ x3r ,u ⋅ yu ∑ x1n ,u ⋅ x3r ,u ⋅ yu u =1 u =1 b3r = N ; b1n ,3r = N ; ∑ x32r ,u ∑ ( x1n ,u ⋅ x3r ,u ) 2 u =1 u =1 N N ∑ x1n ,u ⋅ x2r ,u ⋅ yu ∑ x2n ,u ⋅ x1r ,u ⋅ yu u =1 u =1 b1n ,2 r = N ; b2 n ,1r = N ; ∑ ( x1n ,u ⋅ x2r ,u ) 2 ∑ ( x2n ,u ⋅ x1r ,u ) 2 u =1 u =1 N N ∑ x2n ,u ⋅ x3r ,u ⋅ yu ∑ x3n ,u ⋅ x1r ,u ⋅ yu u =1 u =1 b2 n ,3r = N ; b3n ,1r = N ; ∑ ( x2n ,u ⋅ x3r ,u ) 2 ∑ ( x3n ,u ⋅ x1r ,u ) 2 u =1 u =1 N N ∑ x3n ,u ⋅ x2r ,u ⋅ yu ∑ x1n ,u ⋅ x2n ,u ⋅ x3r ,u ⋅ yu u =1 u =1 b3n ,2 r = N ; b1n ,2 n ,3r = N ; ∑ ( x3n ,u ⋅ x2r ,u ) 2 ∑ ( x1n ,u ⋅ x2n ,u ⋅ x3r ,u ) 2 u =1 u =1 N ∑ x1n ,u ⋅ x3n ,u ⋅ x2r ,u ⋅ yu u =1 b1n ,3n ,2 r = N ; ∑ ( x1n ,u ⋅ x3n ,u ⋅ x2r ,u ) 2 u =1 N ∑ x2n ,u ⋅ x3n ,u ⋅ x1r ,u ⋅ yu u =1 b2 n ,3n ,1r = N ; ∑ ( x2n ,u ⋅ x3n ,u ⋅ x1r ,u ) 2 u =1 N N ∑ x1r ,u ⋅ x2r ,u ⋅ yu ∑ x1r ,u ⋅ x3r ,u ⋅ yu u =1 u =1 b1r ,2 r = N ; b1r ,3r = N ; ∑ ( x1r ,u ⋅ x2r ,u )2 ∑ ( x1r ,u ⋅ x3r ,u )2 u =1 u =1 N N ∑ x2r ,u ⋅ x3r ,u ⋅ yu ∑ x1n ,u ⋅ x2r ,u ⋅ x3r ,u ⋅ yu u =1 u =1 b2 r ,3r = N ; b1n ,2 r ,3r = N ; ∑ ( x2r ,u ⋅ x3r ,u ) 2 ∑ ( x1n ,u ⋅ x2r ,u ⋅ x3r ,u ) 2 u =1 u =1 17
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