A convergence theorem for approximate methods of tangent hyperbolasKaldo, Indrek; Vaarmann, OtuProceedings of the Estonian Academy of Sciences. Physics. Mathematics2004 / p. 165-176 https://kirj.ee/wp-content/plugins/kirj/pub/phys-3-2004-165-176_20211016224659.pdf On approximate Gauss-Newton methods for nonlinear least squares problemKaldo, Indrek; Vaarmann, Otu50th Meeting of the European Working Group "Multiple Criteria Decision Aid" : Brest, France, 20042004 / p. 34 On approximate Gauss-Newton methods for nonlinear least squares problemKaldo, Indrek; Vaarmann, OtuAdvances in multicriteria decision aid2005 / p. 41-47 On approximate methods of tangent hyperbolasKaldo, Indrek; Vaarmann, OtuMathematical modelling and analysis2002 / 2, p. 253-262 On approximate methods of tangent hyperbolasKaldo, Indrek; Vaarmann, Otu7th International Conference : Mathematical Modelling and Analysis, May 31 - June 2, 2002, Kääriku, Estonia : abstracts2002 / p. 25 Rapidly convergent methods for nonlinear Fredholm integral equationsKaldo, Indrek; Vaarmann, OtuMMA 2004 : 9th International Conference "Mathematical Modelling and Analysis" : abstracts2004 / p. 30 Some rapidly convergent methods for nonlinear Fredholm integral equationKaldo, Indrek; Vaarmann, OtuMathematical modelling and analysis : the Baltic journal on mathematical applications, numerical analysis and differential equations2005 / 1, p. 63-72