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96 Mirjam Dür and Chris Tofallis[3] Draper, Norman R. and Smith, Harry (1998). Applied Regression Analysis, 3rd. ed. New York: Wiley.[4] Draper, Norman R. and Yang, Yonghong (1997). Generalization of the Geometric Mean Functional Relationship.Computational Statistics and Data Analysis 23, 355–372.[5] Dür, Mirjam, Horst, Reiner and Thoai, Nguyen Van (2001). Solving Sum-of-Ratios Fractional Programs usingEfficient Points. Optimization 49, 447–466.[6] Goodman, T.N.T. and Tofallis, C. (2003). Neutral Data Fitting in Two and Three Dimensions. University ofHertfordshire Business School Working Paper.[7] Samuelson, Paul A. (1942). A Note on Alternative Regressions. Econometrica 10(1), 80–83.[8] Schaible, Siegfried (1995). Fractional Programming. In: Reiner Horst and Panos M. Pardalos (eds.), Handbookof Global Optimization 495–608. Dordrecht: Kluwer Aca<strong>de</strong>mic Publishers.[9] Schaible, Siegfried and Shi, Jianming (2003). Fractional Programming: The Sum-of-Ratios Case, OptimizationMethods and Software 18, 219–229.[10] Tofallis, Chris (2002). Mo<strong>de</strong>l Fitting for Multiple Variables by Minimising the Geometric Mean Deviation. In:S. Van Huffel and P. Lemming (eds.), Total Least Squares and Errors-in-variables Mo<strong>de</strong>ling: Algorithms, Analysisand Applications 261–267. Dordrecht: Kluwer Aca<strong>de</strong>mic Publishers.[11] Tofallis, Chris (2003). Multiple Neutral Data Fitting. Annals of Operations Research 124, 69–79.

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