wongsllllblog.blogspot.com

Wong's LLLL Blog

The blog's goal is to solve problems. Wednesday, September 8, 2010. A Nonlinear Mixed Integer-Discrete-Continuous Programming Solver Applied to Estimation of Parameters, Second Edition. The computer program listed below estimates the two parameters of the model on pages 55, 56, 285, and 286 of Englezos and Kalogerakis [2] and in the article by Gallot, Kapoor, and Kaliaguine [1]. It is similar to the computer program in the August 31 post of wongsblog-wong.blogspot.com. 3 DEFINT I,J,K. 87 M=-1.7E 38.

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The blog's goal is to solve problems. Wednesday, September 8, 2010. A Nonlinear Mixed Integer-Discrete-Continuous Programming Solver Applied to Estimation of Parameters, Second Edition. The computer program listed below estimates the two parameters of the model on pages 55, 56, 285, and 286 of Englezos and Kalogerakis [2] and in the article by Gallot, Kapoor, and Kaliaguine [1]. It is similar to the computer program in the August 31 post of wongsblog-wong.blogspot.com. 3 DEFINT I,J,K. 87 M=-1.7E 38.

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Wong's LLLL Blog | wongsllllblog.blogspot.com Reviews

https://wongsllllblog.blogspot.com

The blog's goal is to solve problems. Wednesday, September 8, 2010. A Nonlinear Mixed Integer-Discrete-Continuous Programming Solver Applied to Estimation of Parameters, Second Edition. The computer program listed below estimates the two parameters of the model on pages 55, 56, 285, and 286 of Englezos and Kalogerakis [2] and in the article by Gallot, Kapoor, and Kaliaguine [1]. It is similar to the computer program in the August 31 post of wongsblog-wong.blogspot.com. 3 DEFINT I,J,K. 87 M=-1.7E 38.

INTERNAL PAGES

wongsllllblog.blogspot.com

1

Wong's LLLL Blog: May 2010

http://wongsllllblog.blogspot.com/2010_05_01_archive.html

The blog's goal is to solve problems. Sunday, May 30, 2010. How To Solve Nonlinear Programming Formulations/Problems. The three similar computer programs listed below try to solve the three formulations in Chapter 6 of Floudas and Pardalos [1, pp. 58-61], respectively. These computer programs are similar to those of the May 29 post of http:/ wongsblog-wong.blogspot.com. Case I of Floudas and Pardalos:. 3 DEFINT I,J,K. 4 DIM X(42),A(42),L(33),K(33). 5 FOR JJJJ=-32000 TO 32000. 91 FOR KK=1 TO 8. 100 0 100 1.

2

Wong's LLLL Blog: April 2010

http://wongsllllblog.blogspot.com/2010_04_01_archive.html

The blog's goal is to solve problems. Tuesday, April 27, 2010. Searching for Multiple Integer Solutions of a Nonlinear System of Nine Equations from the Literature, Second Edition. Solving systems of nonlinear equations is perhaps the most difficult problem in all of numerical computation," Rice [1, 1993, p. 355]. Line 0 and line 3 of the computer program below are noteworthy. X(1) 2 X(2) 2 X(3) 2-12*X(1)-68=0. X(4) 2 X(5) 2 X(6) 2-12*X(5)-68=0. X(7) 2 X(8) 2 X(9) 2-24*X(8)-12*X(9) 100=0. 3 DEFDBL M,P,L.

3

Wong's LLLL Blog: September 2009

http://wongsllllblog.blogspot.com/2009_09_01_archive.html

The blog's goal is to solve problems. Sunday, September 27, 2009. A Computer Program Illustrating an Ordering Algorithm for Eighteen Departments, Second Edition. The complete computer program listed below seeks to solve Problem P18 of Amaral (2008), which is an instance of the allocation problem of Simmons (1969). In order to have integer locations, the department lengths used in the following computer program are twice as long as the original lengths. 3 DEFINT I,J,K. 6 DIM T(33,33),TZ(33,33). 19 T(9,10)...

4

Wong's LLLL Blog: August 2009

http://wongsllllblog.blogspot.com/2009_08_01_archive.html

The blog's goal is to solve problems. Sunday, August 30, 2009. Scheduling Thirty Activities among Seven Facilities. The complete computer program listed below illustrates an algorithm for solving the Carlson and Nemhauser (1966) scheduling problem. The interaction costs in line 51 through line 195 are from Nugent, Vollmann, and Ruml (1968, p. 170); this illustration has thirty activities and seven facilities. 3 DEFINT I,J,K. 4 DIM X(466),A(466),L(466),K(466),P(466),B(466),S(466),T(466). 69 TBM(3,21)=3:TB...

5

Wong's LLLL Blog: July 2009

http://wongsllllblog.blogspot.com/2009/07

The blog's goal is to solve problems. Friday, July 31, 2009. An Application of a Computer Program for Integer Programming. 3 DEFINT I,J,K. 4 DIM X(166),A(166),L(166),K(166),P(166),B(166),S(166). 5 FOR JJJJ=-32000 TO 32000. 111 FOR K=1 TO 6. 121 FOR KF=7 TO 30. 128 FOR I=1 TO IMAR. 129 FOR KK=1 TO 30. 243 IJU=1 FIX(RND*6):IJV=1 FIX(RND*6). 248 IJW=7 FIX(RND*24):IJX=7 FIX(RND*24). 1001 S(1)=ABS(X(1)-X(2) -50 9999*X(7). 1002 S(2)=ABS(X(1)-X(2) -45 9999*X(8). 1003 S(3)=ABS(X(1)-X(2) -45 9999*X(9). 1019 S(19)...

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The blog's goal is to solve problems. Wednesday, September 8, 2010. A Nonlinear Mixed Integer-Discrete-Continuous Programming Solver Applied to Estimation of Parameters, Second Edition. The computer program listed below estimates the two parameters of the model on pages 55, 56, 285, and 286 of Englezos and Kalogerakis [2] and in the article by Gallot, Kapoor, and Kaliaguine [1]. It is similar to the computer program in the August 31 post of wongsblog-wong.blogspot.com. 3 DEFINT I,J,K. 87 M=-1.7E 38.

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