Linked from

The 7 pages that link to Secant method, each with the reason it gives.

• Newton's methodCompared with: The secant method avoids exact derivatives, trading Newton's usual fast local convergence for simpler function information.

• Bisection methodCompared with: It often converges faster, but unlike bisection it does not guarantee a retained root bracket.

• Fixed-point iterationCompared with: It updates using function evaluations rather than a prescribed fixed-point rearrangement.

• Linear approximationCompared with: It replaces Newton’s tangent-based update with a slope estimated from two points.

• Regula falsiCompared with: It shares the secant estimate but sacrifices regula falsi’s maintained root bracket.