Internet Resources for the Secant Method

 Return to Numerical Methods - Numerical Analysis

 

  1. Secant Method  
    Charles C. Dyer, Division of Physical Sciences, University of Toronto at Scarborough, Canada  
  2. The Secant Method  
    John Gilbert, Dept. of Math. and Stat., Fylde College, Lancaster University, England  
  3. Finding the Roots of Functions Using the Secant Method  
    Saul I. Drobines, Math. Dept., San Diego State University, San Diego, CA  
  4. Método da Secante ou Regula Falsi  
    Carlos Bertulani, Instituto de Fisica, Universidade Federal do Rio de Janeiro, Brasil  
  5. The Secant Method  
    John Burkardt, Pittsburgh Supercomputing Center, Carnegie Mellon University, Pittsburgh, PA  
  6. Encontrar Raices de Funciones Usando Métodos de Secante y Regula Falsi  
    Jamie Campos, Escuela de Ingeniería, Facultad de Ciencias Físicas y Matemáticas, Universidad de Chile  
  7. Secant Method  
    S.-Sum Chow, Math. Dept. Brigham Young University,  Provo, UT    
  8. Root finding in one dimension ... 3.5 Secant (chord)  
    Stuart Dalziel, Dept. of Applied Math. & Theoretical Physics, University of Cambridge, England  
  9. The Secant Method  
    Mike Sussman, Mathematician at the Bettis Atomic Power Lab in West Mifflin, PA  
  10. Finding the Roots of Equations ... The Bisection Method  
    Steve Kepler, Physics Dept. , Drexel University, Philadelphia, PA  
  11. Secant Method  
    Juan Restrepo, Math. Dept., University of Arizona, Tucson, AZ  
  12. The Secant Method  
    Jim Robinson, Department of Physics, University of Warwick, Coventry, UK  
  13. Secant Method  
    Ian Craw, Dept. of Math. Sciences, University of Aberdeen, UK  
  14. Converging Rate of Newton and Secant method  
    Jin Wenlong, Math. Dept., University of California Davis, CA  
  15. Finding Root of Functions using Secant and Regular Falsi Methods  
    George N. Barakos, Department of Aerospace Engineering, University of Glasgow, Scotland    
  16. The Secant Method  
    Paul Gray, Dept. of Math. & Computer Sci., Emory University , Atlanta, GA  
  17. The Secant Method for Solving Non-linear Algebraic Equations  
    John Mahaffy, Math. Dept., Pennsylvania State University, PA   
  18. 2. Effectiveness and the Secant Method  
    R. J. Hosking,Math. Dept., Mahidol University, Tailand  
  19. The Secant Method  
    Jim Robinson,Department of Physics, University of Warwick, Coventry, UK  
  20. Secant Method  
    Funda, engineering fundamentals, www.efunda.com  
  21. Broyden's Method  
    E. Bruce Pitman, Department of Mathematics, State University of New York, Buffalo, N.Y.  
  22. Secant Method  
    Trond Hjorteland, Cand. Scient. in Astronomy at Inst. of Theoretical Astrophysics, Univ. of Oslo  

 

 

 

 

 

 

 

 

 

 

 

 

(c) John H. Mathews 2003