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Theory and Algorithms for Linear Optimization: An Interior Point Approach


Home > Mathematics Books > Linear Algebra > Item 263


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Click here to buy Theory and Algorithms for Linear Optimization: An Interior Point Approach by  Cornelis Roos, Tamas Terlaky, and J. P. Vial. Theory and Algorithms for Linear Optimization: An Interior Point Approach
by Cornelis Roos, Tamas Terlaky, and J. P. Vial
Sales Rank: 2789763
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$70.00
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on 10-13-2008
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  • Hardcover: 508 pages
  • Publisher: John Wiley & Sons; 1 edition February 18, 1997
  • Language: English
  • ISBN-10: 0471956767
  • ISBN-13: 978-0471956761
  • Product Dimensions: 10.2 x 7.2 x 1.2 inches
  • Shipping Weight: 2.2 pounds

    Product Description
    Linear Optimization (LO) is a widely taught and used mathematical technique that can also be applied to areas of science, commerce and industry. Because of advances in computer technology and developments in the field of interior point methods (IPM), problems that could not be solved years ago (because of lengthy time requirements) can now be solved in minutes by way of IPM approach to both the theory of LO and algorithms for LO (design, convergence, complexity and asymptotic behavior). Numerous exercises are provided to aid in understanding the material.

    Publisher Description
    Linear Optimization (LO) is a widely taught and used mathematical technique that can also be applied to areas of science, commerce and industry. Because of advances in computer technology and developments in the field of interior point methods (IPM), problems that could not be solved years ago (because of lengthy time requirements) can now be solved in minutes by way of IPM approach to both the theory of LO and algorithms for LO (design, convergence, complexity and asymptotic behavior). Numerous exercises are provided to aid in understanding the material.

  • Theory and Algorithms for Linear Optimization: An Interior Point Approach
    Available from Amazon
    Price: $70.00
    Updated on 10-13-2008

    Buy Theory and Algorithms for Linear Optimization: An Interior Point Approach Now!


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