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2.1 The first modified secant equation Using the relation (11) with 6 = 0, implies

Figure 2 2.1 The first modified secant equation Using the relation (11) with 6 = 0, implies

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Now, using the fact that B; is a symmetric matrix, (23) and (24), the relation (32) can be written as Using the relation (31), we can deduce that one choice for a good approximation to yz is given by
Now, using the fact that B; is a symmetric matrix, (23) and (24), the relation (32) can be written as Using the relation (31), we can deduce that one choice for a good approximation to yz is given by
Lemma 3 Let f satisfies Assumptions A and B. For y;, defined by (34), we have
Lemma 3 Let f satisfies Assumptions A and B. For y;, defined by (34), we have
Our results are reported for the following algorithms:
Our results are reported for the following algorithms:
Related topics:
MathematicsApplied MathematicsComputer ScienceTheory Of ComputationNumerical AlgorithmsNumerical Analysis and Computational MathematicsSecant MethodHessian matrix
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