The optimization algorithms 

   
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Finding solutions to complex optimization problems can be a difficult task. In general there is no optimization algorithm that works in all cases. Kallistos comes with several efficient algorithms based on recent advances in mathematical optimization with complementing strengths:

  • Efficient local descent routines. Ideal for large, computationally intensive structures, which can find an optimum within relatively few iterations.

  • Deterministic and stochastic global optimization techniques. These converge more slowly than the above, but are more likely, if not guaranteed, to find a global optimum.

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        More about Kallistos      
           
       

    General
    What is Kallistos?
    How it works
    The function parser
    The optimization algorithms
    The monitoring interface
    Highly speed optimized



    		A few examples...
    - Optimise a Taper...
    -Create optimal S-Bends
    -Optimize Photonic Crystal designs
    Platforms
    Customer support