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Monthly Archives: February 2013
Testing the Domino Method of General Integer Nonlinear Programming with a Hydrocarbon Combustion Process
Jsun Yui Wong The following computer program seeks to solve the following nonlinear system based on pages 146-147 of Meintjes and Morgan [20] and on pages 165-166 of Maranas and Floudas [18]. The problem is to solve simultaneously X(1) *X(2)) … Continue reading
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Testing the Domino Method of General Integer Nonlinear Programming with a Robot Kinematics Problem, Second Edition
Jsun Yui Wong The following computer program seeks to solve the nonlinear system on page 207 of Kearfott [13]. The problem is to solve simultaneously .004731*X(1)*X(3) -.3578*X(2)*X(3) -.1238*X(1) -.001637*X(2) -.9338*X(4) +1*X(7) -.3571 ) =0 .2238*X(1)*X(3) +.7623*X(2)*X(3) + .2638*X(1) -.07745*X(2) -.6734*X(4) … Continue reading
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Testing the Domino Method of General Integer Nonlinear Programming with a Robot Kinematics Problem
Jsun Yui Wong The following computer program seeks to solve the nonlinear system on page 207 of Kearfott [13]. The problem is to solve simultaneously .004731*X(1)*X(3) -.3578*X(2)*X(3) -.1238*X(1) -.001637*X(2) -.9338*X(4) +1*X(7) -.3571 ) =0 .2238*X(1)*X(3) +.7623*X(2)*X(3) + .2638*X(1) -.07745*X(2) -.6734*X(4) … Continue reading
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Testing the Domino Method of General Integer Nonlinear Programming with Brown’s Almost Linear System of Equations
Jsun Yui Wong The following computer program seeks to solve the nonlinear system on page 660 of Floudas [11]. The problem is to solve simultaneously 2* X(1) + X(2) + X(3) + X(4) +X(5) -6=0 X(1) +2*X(2) + X(3) + … Continue reading
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