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Papers on boundary element method (1) HAN HD, The boundary finite element method for Signorini problems. Lecture Notes in Mathematics, No. 1297 (1987), 38-49. \ MR.89b:65266. (2) HAN HD, Boundary integro-differential equations of elliptic boundary value problems and their numerical solutions, Scientia Sinica, Vol. 31 (1988), 1153-1165. \ MR.90a:35055. (3) HAN HD, GUAN Z \& YU CQ, The canonical boundary elemen analysis of a model for an electropaint process -- The canonical boundary element approximation of a Signorini problem, Appl. Math. -- A Journal of Chinese Universities, Vol. 3 (1988), 100-111. (4) HAN HD \& HSIAO GC, The boundary element method for a contact problem, Theory and Applications of Boundary Element Methods -- Proceedings of 2nd China-Japan Symposium on BEM (Beijing, China, 1988), Tsinghua Univ. Press, Beijing, China, 1988, 33-38. (5) HAN HD, A new class of variational formulations for the coupling of finite and boundary element methods, Journal of Computational Mathematics, Vol. 8 (1990), 223-232. (6) HAN HD, A direct boundary element method for Signorini problems, Mathematics of Computation, Vol. 55 (1990), 115-128. \ MR.91c:65070. (7) HAN HD, A boundary element method for Signorini problems in three dimensions, Numerische Mathematik, Vol. 60 (1991), 63-75. \ MR.93a:65166. (8) HAN HD, GUAN Z \& HE B, Boundary element approximation of Steklov eigenvalue problem, Theory and Applications of Boundary Element Methods -- Proceedings of 4th China-Japan Symposium on BEM (Beijing, China, 1991), Internat. Acad. Publ., Beijing, China, 1991, 9-15. \ MR.93b:65008. (9) INGHAM DB, YUAN Y \& HAN HD, The boundary element method for an improperly posed problem, IMA Journal of Applied Mathematics, Vol. 47 (1991), 61-79. \ MR.92d:65205. (10) HAN HD, The boundary element method for some nonlinear problems, Proceedings of International Symposium on Nonlinear Problems in Engineering \& Science, Science Press, Beijing, China, 1991, 90-97. \ MR.96b:00026. (11) HAN HD, An analysis of the boundary element approximation of Steklov eigenvalue problem, Proceedings of the 2nd Conference on Numerical Methods for Partial Differential Equations (Tianjin, China, 1991), World Sci. Publishing, Songapore, 1992, 35-51. \ MR.93b:65006. (12) INGHAM DB \& HAN HD, An analysis of the boundary element method for the heat conduction equation with periodic heating, Engineering Analysis with Boundary Elements, Vol. 9 (1992), 137-144. (13) HAN HD, A boundary element method for Signorini problem in linear elasticity, Numerical Mathematics -- A Journal of Chinese Universities, Vol. 1 (1992), 66-74. \ MR.34k:73079. (14) HAN HD, The boundary integro-differential equations of boundary value problems in linear elasticity, Journal of Tsinghua University, Vol. 36 (1993), 15-25. (15) HAN HD, The boundary integro-differential equations of three dimensional Neumann problem in linear elasticity, Numerische Mathematik, Vol. 68 (1994), 269-281. \ MR.95e:65109. (16) HAN HD, A boundary element procedure for the Signorini problem in three dimensional elasticity, Numerical Mathematics -- A Journal of Chinese Universities, Vol. 7 (1994), 134-147. \ MR.95h:73070. (17) HAN HD, A boundary element approximation of a Signorini problem with friction obeying Coulomb law, Journal of Computational Mathematics, Vol. 19 (1994), 147-162. \ MR.95a:65197. (18) HAN HD, The boundary element method for solving variational inequalities, Computational mathematics in China, \ Contemporary Mathematics, Vol. 163 (1993), 55-70. \ MR.95c:65204. (19) HAN HD, GUAN Z \& HE B, Boundary element approximation of Steklov eigenvalues, Applied Math. -- A Journal of Chinese Universities, Vol. 9 A (1994), 128-135. (20) HAN HD, A boundary element method for a nonlinear boundary value problem in steady-state heat transfer, Journal of Integral Equations and Applications, Vol. 7 (1995), 17-35. \ MR.96f:65153 (21) HAN HD, INGHAM DB \& YUAN Y, The boundary element method for the solution of the backward heat conduction equation, Journal of Computational Physics, Vol. 146 (1995), 292-299. (22) HAN HD, A system of boundary integro-differential equations for harmonic elastic waves in $ R^3 $, Numerical Mathematics--A Journal of Chinese Universities, Vol. 4 (1995), 207-221. (23) TANG WJ, GUAN Z \& HAN HD, Boundary element approximation of Steklov eigenvalue problem for Helmholtz equation, Journal of Computational Mathematics, Vol. 16 (1998), 165-178. (24) HAN HD \& TANG WJ, The boundary integro-differential equations of a biharmonic boundary value problem, Journal of Computational Mathematics, Vol. 17 (1999), 59-72.