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stk_testfun_braninhoo


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 STK_TESTFUN_BRANINHOO computes the Branin-Hoo function.

    The Branin-Hoo function (Branin and Hoo, 1972) is a classical test
    function for global optimization algorithms, which belongs to the
    well-known Dixon-Szego test set (Dixon and Szego, 1978). It is usually
    minimized over [-5; 10] x [0; 15].

 REFERENCES

  [1] Branin, F. H. and Hoo, S. K. (1972), A Method for Finding Multiple
      Extrema of a Function of n Variables, in Numerical methods of
      Nonlinear Optimization (F. A. Lootsma, editor, Academic Press,
      London), 231-237.

  [2] Dixon L.C.W., Szego G.P., Towards Global Optimization 2, North-
      Holland, Amsterdam, The Netherlands (1978)



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 STK_TESTFUN_BRANINHOO computes the Branin-Hoo function.



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stk_testfun_goldsteinprice


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 STK_TESTFUN_GOLDSTEINPRICE computes the Goldstein-Price function

    The Goldstein-Price function [1] is a classical test function for
    global optimization algorithms, which belongs to the well-known
    Dixon-Szego test set [2].

    It is usually minimized over [-2; 2] x [-2; 2]. It has a unique
    global minimum at x = [0, -1] with f(x) = 3, and several local minima.

 REFERENCES

  [1] Goldstein, A.A. and Price, I.F. (1971), On descent from local
      minima. Mathematics of Computation, 25(115).

  [2] Dixon L.C.W., Szego G.P. (1978), Towards Global Optimization 2,
      North-Holland, Amsterdam, The Netherlands



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 STK_TESTFUN_GOLDSTEINPRICE computes the Goldstein-Price function





