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Extra resources for A course of mathematical analysis, Part I (International series of monographs on pure and applied mathematics;vol.44)

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W. Niedenfuhr (1965). Uniformly loaded plates of regular polygonal shape. , 3f 566-567. Mukherjee, S. and M. Morjaria (1984). On the efficiency and accuracy of the boundary element method and the finite element method. Int. J. Num. Meth. Eng.. 20. 515-522. Redekop, D. (1982). Fundamentel solutions for the collocation method in planar elastostatics. A P P I . Math. Mode 11 inn:. £, 390-393. Shuleshko, P. (1961). Comparative analysis of different collo­ cation method on the basis of the solution of a torsional problem.

Lefeber, D. and P. Janssans (1983). Sur le calcul de la torsion dans les barres a section polygonale. Academie Royalec de Belgjque. Bulletin £e la Classe des Sciences« ser 5 ,l9, 514-524. Leissa, A. , W. E. Clausen, L. E. Hulbert and A. T. Hopper (1969). A comparison of approximate methods for the solution of plate bending problems. A1AA i , 2, 920-929. Leissa, A· W. , C. C. Lo and F. W. Niedenfuhr (1965). Uniformly loaded plates of regular polygonal shape. , 3f 566-567. Mukherjee, S. and M. Morjaria (1984).

K. (1987). A new axisymmetric BEM formulation for body forces using particular integrals. Jour. Engrg. Mech. ASCE. 113. 671-688. , and Maiti, M. (1968). An integral equation formulation for plate bending problems. Jour, of Enara. Mathematics. 2, 83-93. C. O. (1975). Effective numerical treatment of boundary integral equations: a formulation of three-dimensional elastostatics. Int. Jour. Num. Methods in Engrg.. 10, 991-1005. A. (1982). A new approach to free-vibration analysis using boundary elements.

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