• 1.1. Economic and mathematical models.................................................... 5
  • 2.3. Artificial basis method........................................................................... 29
  • 4.1. Integer programming problem ……………………………………....... 45 4.2. Gomorys cutting plane method..............................................................
  • Sh. A. Saipnazarov biznes matematika




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    Biznes matematika

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    191 
    CОNTENT 
     
    INTRODUCTION............................................................................................ 

    Chapter 1. Setting a linear programming task. 
     
    1.1. Economic and mathematical models.................................................... 

    1.2. Mathematical models of simple economic problems............................ 

    1.3. Graphic solution to linear programming problems.............................. 
    10 
    Chapter 2. Simplex-method algorithm for linear programming tasks. 
     
    2.1. Finding non-negative solutions to linear equation systems.................. 
    20 
    2.2. Solving the problems of the standard kind by simplex method........... 
    25 
    2.3. Artificial basis method........................................................................... 
    29 
    Chapter 3. The theory of duality of the problem of linear programming 
     
    3.1. The main theorems of the theory of duality and their economic 
    analysis......................................................................................................... 
     
    35 
    3.2. Economic problem solution analysis...................................................... 39 
    3.3. Dual simplex method............................................................................. 
    42 
    Chapter 4. Integer programming. 
     
    4.1. Integer programming problem ……………………………………....... 45 
    4.2. Gomory's cutting plane method.............................................................. 

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