[01] Losi. A and Secchetti. A., “First-Kind Fredholm Integral with Kernel of Hancel Type”, Inverse Problems 15, PP. 281-290, 1999.
[02] William. H. et al,"Numerical Recipes (The art of scientific computing)", Cambridge University Press 2nd Ed. 1992.
[03] Szombathely. M. V., Brauer. P. and Jaroniec. M., “The Solution of Adsorption Integral Equations by Means of the Regularization Method”, Journal of Computational Chemistry, Vol.13, No. 1, PP. 17-32, 1992.
[04] Glob and Loan.,"Matrix computation",third edition, 1996.
[05] Venkatesh. P. K., “On Tikhonov Regularisation”, Physica A, ELSEVIER, Vol. 284, PP. 448-460, 2000.
[06] Merz. P. H., “Determination of Adsorption Energy Distribution by Regularization and a Characterization of Certain Adsorption Isotherms”, Journal of Computational Physics, Vol. 38, PP. 64-85, 1980.
[07] Hansen. O.1, Fischer. S.2 and Ramlau. R.2 “Regularization of Mellin–type Inverse Problems with an application to oil engineering”, 1- Johannes Gutenberg–University Mainz and 2- University of Bremen, 2003.
[08] Lamm. P. K., “Variable-Smoothing Regularization Methods for Inverse Problems”, Michigan State University, East Lansing, MI 48824-1027, USA, 2000.
[09] Doung. D. Do., "Adsorption Analysis :Equilibria and Kinetics",Imperical college press, Singapore, 1998.
[10] Ahmadian. H., Mottershead. J. E. and Friswell. M. I., “Regularisation Methods for Finite Element Model Updating”, Mechanical systems and Signal Processing, AP, Vol.12, No. 1, PP. 47-64, 1998.
[11] YAGOLA. A. and TITARENKO. V.," NUMERICAL METHODS AND REGULARIZATION TECHNIQUES FOR THE SOLUTION OF ILL-POSED PROBLEMS", Department of Mathematics, Faculty of Physics, Moscow State University Moscow 119899 Russia, 2000.
[12] Yeun. Y. S., Lee. K. H., Han. S. M. and Yang. Y. S., “Smooth Fitting With a Method for Determining the Regularization Parameter Under the Genetic Programming Algorithm”, Information Sciences, ELSEVIER, Vol. 133, PP. 175-194, 2001.