I need to estimate the following equation:
INV=C(1)*Dj1+C(2)*Dj2+C(3)*Dj3+C(4)*Dj4+C(5)*Dj5+C(6)*Dj6+0*Dj7+C(8)*Dj8+
C(9)*Dj9+(C(10)*Dj1+C(11)*Dj2+C(12)*Dj3+C(13)*Dj4+C(14)*Dj5+C(15)*Dj6+1*Dj7+
C(17)*Dj8+C(18)*Dj9)*(C(19)*d13+C(20)*d23+C(21)*d33+C(22)*d43+C(23)*d53+C(24
)*d63+C(25)*d73+C(26)*d83+C(27)*d14+C(28)*d24+C(29)*d34+C(30)*d44+C(31)*d54+
C(32)*d64+C(33)*d74+C(34)*d84+C(35)*d15+C(36)*d25+C(37)*d35+C(38)*d45+
C(39)*d55+C(40)*d65+C(41)*d75+C(42)*d85+C(43)*d16+C(44)*d26+C(45)*d36+
C(46)*d46+C(47)*d56+C(48)*d66+C(49)*d76+C(50)*d86+C(51)*d17+C(52)*d27+
C(53)*d37+C(54)*d47+C(55)*d57+C(56)*d67+C(57)*d77+C(58)*d87)
My interest is basically to be able to interpret coefficients C(10) to
C(18).
I would appreciate if you can help me to find a function, either to make the
estimation or to decompose the coefficients correctly.
Regards,
Argemiro Morales Manchego
[email protected]
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