Publication List of Prof. Dehao Yu


1. Books

[1] D.H. Yu, Mathematical Theory of Natural Boundary Element Method, Science Press, Beijing, 1993.

[2] D.H. Yu, The Natural Boundary Integral Method and Its Applications, Science Press & Kluwer Academic Publishers, 2002.

[3] D.H. Yu, H.Z. Tang, Numerical Solutions of Differential Equations, Science Press, Beijing, 2003.

 

2. Papers in Journals

[1] D.H. Yu, Canonical integral equations of bi-harmonic elliptic boundary value problems,  Math. Numer. Sinica, 4:3(1982), 330--336.

[2] D.H. Yu, Numerical solutions of harmonic and biharmonic canonical integral equations in interior or exterior circular domains, J. Comp. Math., 1:1(1983), 52--62. (SCI)

[3] D.H. Yu, Numerical solution of harmonic canonical integral equation over sector with crack and concave angle, J. on Numer. Meth. and Comp. Appl., 4:3(1983), 183--188.

[4] D.H. Yu, Coupling canonical boundary element method with FEM to solve harmonic problem over cracked domain, J. Comp. Math., 1:3(1983), 195--202. (SCI)

[5] D.H. Yu, Canonical boundary element method for plane elasticity problems, J. Comp. Math., 2:2(1984), 180--189. (SCI)

[6] D.H. Yu, Approximation of boundary conditions at infinity for a harmonic equation, J. Comp. Math., 3:3(1985), 219--227. (SCI)

[7] D.H. Yu, Canonical integral equations of Stokes problem, J Comp. Math., 4:1(1986), 62--73. (SCI)

[8] D.H. Yu, A system of plane elasticity canonical integral equations and its application, J. Comp. Math., 4:3(1986), 200--211. (SCI)

[9] I. Babuska, D.H. Yu, Asymptotically exact a-posteriori error estimator for biquadratic elements, Finite Elements in Analysis and Design, 3(1987), 341--354. (SCI, EI)

[10] D.H. Yu, Self-adaptive boundary element methods, ZAMM, 68:5(1988), 435--437.

[11] W.L. Wendland, D.H. Yu, Adaptive boundary element methods for strongly elliptic integral equations, Numerische Mathematik, 53(1988), 539--558. (SCI)

[12] D.H. Yu, Mathematical foundation of adaptive boundary element methods, Lectures on the 2nd World Congress on Computational Mechanics, Stuttgart, 1990, 308--311; Comp. Meth. in Appl. Mech. and Engrg., 91(1991), 1237--1243. (SCI, EI)

[13] D.H. Yu, Asymptotically exact a-posteriori error estimator for elements of bi-even degree, Math. Numer. Sinica, 13:1(1991), 89--101; Chinese J. of Numer. Math. and Appl., 13:2(1991), 64--78.

[14] D.H. Yu, Asymptotically exact a-posteriori error estimator for elements of bi-odd degreeMath. Numer. Sinica, 13:3(1991), 307--314; Chinese J. of Numer. Math. and Appl., 13:4(1991), 82--90.

[15] D.H. Yu, Extraction of higher derivatives in FEM for Poisson equation and plane elasticity problem, Math. Numer. Sinica, 14:1(1992), 107--117.

[16] D.H. Yu, Extraction methods for derivatives in finite element approximations of Stokes problem, Math. Numer. Sinica, 14:2(1992), 184--193.

[17] W.L. Wendland, D.H. Yu, A-posteriori local error estimates of boundary element methods with some pseudo-differential equations on closed curves, J. Comp. Math., 10:3(1992), 273--289. (SCI, EI)

[18] D.H. Yu, The coupling of natural BEM and FEM for Stokes problem on unbounded domain, Math. Numer. Sinica, 14:3(1992), 371--378; Chinese J. of Numer. Math. and Appl., 14:4(1992), 111--120.

[19] D.H. Yu, A-posteriori local error estimates for some finite and boundary element methodsAdvances in Engineering Software, Special issue on accuracy estimate and adaptive meshes for FEM/BEM, 15(1992), 175--179. (SCI, EI)

[20] D.H. Yu, The approximate computation of hypersingular integrals on interval, Numer. Math. J. Chinese Univ., 1:1(1992), 114--127.

[21] D.H. Yu, The numerical computation of hypersingular integrals and its application in BEMAdvances in Engineering Software, 18(1993), 103--109. (SCI, EI)

[22] D.H. Yu, Natural boundary element method and adaptive boundary element method---Some new developments in the boundary element methods in China, Contemporary Mathematics 163, Computational Mathematics in China, Z.-C. Shi, C.-C. Yang eds., American Mathematical Society, 1994, 185--204.

[23] D.H. Yu, Adaptive methods in finite and boundary element computations, Progress in Natural Science (Chinese Edition), 4:2(1994), 142148Progress in Natural ScienceEnglish Edition, 4:2(1994), 137--146. (EI)

[24] D.H. Yu, The computation of hypersingular integrals on circle and its error estimates, Numer. Math. J. Chinese Univ., 16:4(1994), 332--339.

[25] K. Feng, D.H. Yu, A theorem for the natural integral operator of harmonic equation, Math. Numer. Sinica, 16:2(1994), 221--226; Chinese J. of Numer. Math. and Appl., 16:3(1994), 95--101.

[26] D.H. Yu, A domain decomposition method based on the natural boundary reduction over unbounded domain, Math. Numer. Sinica, 16:4(1994), 448--459; Chinese J. Num. Math. and Appl.,  17:1(1995), 95--105.

[27] D.H. Yu, On relationships between SteklovPoincare operators and natural integral operators and Green functions, Math. Numer. Sinica, 17:3(1995), 331--341; Chinese J. Numer. Math. & Appl., 17:4(1995), 95--106.

[28] D.H. Yu, Discretization of non-overlapping domain decomposition method for unbounded domains and its convergence, Math. Numer. Sinica, 18:3(1996), 328--336; Chinese J. Numer. Math. and Appl., 18:4(1996), 93--102.

[29] Q. Zheng, D.H. Yu, A Schwarz alternative method for unbounded domains and its discretization based on natural boundary reduction over half-plane, Math. Numer. Sinica, 19:2(1997), 205--218; Chinese J. Numer. Math. and Appl., 19:3(1997), 78--93.

[30] Q. Zheng, D.H. Yu, An overlapping domain decomposition method based on the natural boundary reduction for biharmonic boundary value problems over unbounded domains, Math. Numer. Sinica, 19:4(1997), 438--448; Chinese J. Numer. Math. & Appl., 20:1(1998), 89--101.

[31] Q. Zheng, D.H. Yu, An overlapping domain decomposition method for harmonic BVP on the unbounded sector domain, J. on Numer. Meth. and Comp. Appl., 19:1(1998), 64--73.

[32] D.H. Yu, Selection of relaxation factor and convergence rate for D-N DDM over unbounded domain, Chinese J. of Comp. Physics, 15:1(1998), 53--57.

[33] X.J. Yu, D.H. Yu, Y.Z. Bao, The adaptive finite element methods and a posteriori error estimates, Chinese J. of Comp. Physics, 15:5(1998), 513--530.

[34] J.M. Wu, D.H. Yu, An approximate computation of hypersingular integrals on interval, J. on Numer. Meth. & Comp. Appl., 19:2(1998), 118--126; Chinese J. Numer. Math. & Appl.,  21:1(1999), 25--33.

[35] J.M. Wu, D.H. Yu, The natural integral equations of 3-D harmonic problems and their numerical solutions, Math. Numer. Sinica, 20:4(1998), 419--430; Chinese J. Numer. Math. & Appl., 21:1(1999), 73--85.

[36] Q.K. Du, D.H. Yu, Discretization of the coupling of finite element and boundary integral and its error analysis for parabolic initial boundary value problem, Math. Numer. Sinica,  21:2(1999), 199--208.

[37] Q.K. Du, D.H. Yu, On a class of coupled variational formulations for a nonlinear parabolic equation, Northeast. Math. J., 15:3(1999), 332--340.

[38] J.M. Wu D.H. Yu, The natural integral equation of 3-D exterior Helmholtz problem and its numerical solution, Chinese J. of Comp. Physics, 16:5(1999), 449--456.

[39] Q.K. Du, D.H. Yu, The natural integral equation for initial boundary value problems of parabolic equation and its numerical implementation, Math. Numer. Sinica, 21:4(1999), 495--506; Chinese J. Numer. Math. & Appl., 22:1(2000), 88--101.

[40] Q. Zheng, D.H. Yu, A non-overlapping domain decomposition method for the exterior problem of plane elasticity equation, J. on Numer. Meth. and Comp. Appl., 21:1(2000), 11--21; Chinese J. Numer. Math. & Appl., 22:3(2000), 12--24.

[41] J.M. Wu, D.H. Yu, The overlapping domain decomposition method for harmonic equation over exterior 3-D domain, J. Comp. Math., 18:1(2000), 83--94. (SCI, EI)

[42] D.H. Yu, Z.P. Jia, The nonoverlapping DDM based on natural boundary reduction for 2-D exterior Helmholtz problem, Math. Numer. Sinica, 22:2(2000), 227--240; Chinese J. Numer. Math. & Appl., 22:3(2000), 55--72.

[43] Q.K. Du, D.H. Yu, Discretization of the coupling for nonlinear parabolic equation and its error analysis, Numer. Math., J. Chinese Univ., 22:2(2000), 159--168.

[44] J.M. Wu, D.H. Yu, The natural boundary element method for exterior elliptic domain, Math. Numer. Sinica, 22:3(2000), 355368; Chinese J. Numer. Math. & Appl., 22:4(2000), 91--104.

[45] T. Kang, D.H. Yu, A posteriori error estimate of FD--SD method for time-dependent convection--dominated diffusion equation and adjustment technique of space mesh, J. Numer. Meth. & Comp. Appl., 21:3(2000), 194207; Chinese J. Numer. Math. & Appl.,  22:4(2000), 76--90.

[46] Q. Zheng, D.H. Yu, A Schwarz method for solving the exterior boundary value problem of plane elasticity equation by using natural boundary reduction, Numer. Math. J. Chinese Univ.,  22:3(2000), 222--231.

[47] T. Kang, D.H. Yu, A posteriori error estimate of FD--SD method for two-dimensional time-dependent convection-dominated diffusion equation, Math. Numer. Sinica, 22:4(2000), 487--500; Chinese J. Numer. Math. & Appl., 23:1(2001), 93--107.

[48] Q.K. Du, D.H. Yu, A non-overlapping domain decomposition method for scattering problems, J. of Chongqing Jianzhu University, 22:6(2000), 7--11.

[49] Q.K. Du, D.H. Yu, The coupling method based on the natural boundary reduction for parabolic equation, Chinese J. of Comput. Physics, 17:6(2000), 593--601.

[50] D.H. Yu, J.M. Wu, A nonoverlapping domain decomposition method for exterior 3-D problem, J. Comput. Math., 19:1(2001), 77--86. (SCI, EI)

[51] Q.K. Du, D.H. Yu, On the natural integral equation for initial boundary value problems of 2-D hyperbolic equation, Acta Mathematicae Applicatae Sinica, 24:1(2001), 17--26.

[52] Q.Y. Hu, D.H. Yu, A coupling of FEM--BEM for a kind of Signorini contact problem, Science in China (Series A, Chinese Edition), 31:2(2001), 124--135; Science in China (Series A, English Edition), 44:7(2001), 895--906. (SCI, EI)

[53] Q.Y. Hu, D.H. Yu, Solving singularity problems in unbounded domains by coupling of natural BEM and composite grid FEM, Applied Numerical Mathematics, 37(2001), 127--143. (SCI, EI)

[54] Z.P. Jia, J.M. Wu, D.H. Yu, The coupling natural boundary--finite element method for solving 3-D exterior Helmholtz problem, Math. Numer. Sinica, 23:3(2001), 357368; Chinese J. Numer. Math. & Appl., 23:4(2001), 79--93.

[55] Q.Y. Hu, D.H. Yu, A solution method for a certain nonlinear interface problem in unbounded domains, Computing, 67(2001), 119--140. (SCI, EI)

[56] Q.K. Du, D.H. Yu, Domain decomposition methods based on natural boundary reduction for wave equation, Chinese J. of Computational Physics, 18:5(2001), 417--422.

[57] T. Kang, D.H. Yu, A posteriori error estimate of FD-SD method for one-dimensional Burgers equation and adjustment technique of space mesh, J. Engrg. Math., 18:4(2001), 49--54. (EI)

[58] Z.P. Jia, D.H. Yu, The overlapping DDM based on natural boundary reduction for 2-D exterior Helmholtz problem, J. Num. Method & Comp. Appl., 22:4(2001), 241--253; Chinese J. Numer. Math. & Appl., 24:1(2002), 1--15.

[59] D.H. Yu, Finite element methods, natural boundary element method, and simplectic algorithms, Studies in College Mathematics, 4:4(2001), 5--10.

[60] Q.Y. Hu, D.H. Yu, A preconditioner for coupling system of natural boundary element and composite grid finite element, J. Comput. Math., 20:2(2002), 165--174. (SCI, EI)

[61] D.H. Yu, Some developments of computational mathematics and scientific/engineering computing in China, Advances in Mathematics (China), 31:1(2002), 1--6.

[62] Q.K. Du, D.H. Yu, Natural boundary element method for elliptic boundary value problems in domain with concave angle, J. of Marine Science and Technology, 9:2(2001), 75--83.

[63] T. Kang, D.H. Yu, A posteriori error estimate of the DSD method for first-order hyperbolic equations, Applied Mathematics and Mechanics (Chinese Edition), 23:6(2002), 653660; Applied Mathematics and Mechanics (English Edition), 23:6(2002), 732--740. (SCI, EI)

[64] T. Kang, D.H. Yu, Some a posteriori error estimates of the finite-difference streamline-diffusion method for convection-dominated diffusion equations, Advances in computational Mathematics, 15(2001), 193--218. (SCI)

[65] Q.K. Du, D.H. Yu, A domain decomposition method based on natural boundary reduction for nonlinear time-dependent exterior wave problems, Computing, 68(2002), 111--129. (SCI, EI)

[66] D.H. Yu, Z.P. Jia, Natural integral operator on elliptic boundary and the coupling method for an anisotropic problem, Math. Numer. Sinica, 24:3(2002), 375--384; Chinese J. Numer. Math. & Appl., 24:4(2002), 95--107.

[67] Q.K. Du, D.H. Yu, Dirichlet-Neumann alternating algorithm based on the natural boundary reduction for the time-dependent problems over an unbounded domain, Applied Numerical Mathematics, 44(2003), 471--486. (SCI, EI)

[68] Q.K. Du, D.H. Yu, The natural boundary reduction for some elliptic boundary value problems with concave angle domains, Math. Numer. Sinica, 25:1(2003), 85--98; Chinese J. Numer. Math. & Appl., 25:2(2003), 10--27.

[69] H.B. Chen, D.H. Yu, E. Schnack, A simple a-posteriori error estimation for adaptive BEM in elasticity, Computational Mechanics, 30(2003), 343--354. (SCI, EI)

[70] Y.P. Chen, Y.Q. Huang, D.H. Yu, A two-grid method for expanded mixed finite-element solution of semi-linear reaction-diffusions, Inter. J. Numer. Methods Engrg., 57(2003), 193--209. (SCI, EI)

[71] D.H. Yu, Q.K. Du, The coupling of natural boundary element and finite element method for 2D hyperbolic equations, J. Comput. Math., f 21:5(2003), 585--594. (SCI, EI)

[72] Y.P. Chen, D.H. Yu, Super-convergence of least-squares mixed finite element for second order elliptic problems, J. Comput. Math., 21:6(2003), 825--832. (SCI, EI)

[73] D.H. Yu, Natural boundary integral method and its new development, J. Comput. Math., 22:2(2004), 309--318. (SCI, EI)

[74] Z.P. Wu, D.H. Yu, On the coupled NBEM and FEM for a class of semilinear exterior Dirichlet problem in R^2, Math. Numer. Sinica, 26:2(2004), 237246; Chinese J. Numer. Math. & Appl., 26:3(2004), 86--95.

[75] Q.K. Du, D.H. Yu, Schwarz alternating method based on natural boundary reduction for time-dependent problems on unbounded domains, Comm. Numer. Meth. Engrg., 20(2004), 363--378. (SCI, EI)

[76] D.H. Yu, L.H. Zhao, Natural boundary integral method and related numerical methods, Engrg. Anal. with BE, 28:8(2004), 937--944. (SCI, EI)

[77] D.H. Yu, Natural boundary integral equations and related computational methods, J. of Yanshan Univer., 28:2(2004), 111-113.

[78] Z.P. Wu. T. Kang, D.H. Yu, On the coupled NBEM and FEM for a class of nonlinear exterior Dirichlet problem in R^2, Science in China, Series A, Mathematics, 47, Supp., Apr. 2004, 181--189. (SCI, EI)

[79] Q.Y. Hu, Z.C. Shi, D.H. Yu, Efficient solvers for saddle-point problems arising from domain decompositions with Lagrange multipliers, SIAM J. Numer. Anal., 42:3(2004), 905--933. (SCI)

[80] T. Kang, Z.P. Wu, D.H. Yu, An H-based A-\Phy method with a nonmatching grid for eddy current problem with discontinuous coefficients, J. Comput. Math., 22:6(2004), 881--894.(SCI,EI)

[81] Z.P. Wu, D.H. Yu, The coupling of natural boundary element and finite element for semilinear boundary value problems, Chinese J. Comput. Physics, 21:6(2004), 477483.(EI)

[82] Z.W. Jiang, D.H. Yu, Mixed covolume methods on rectangular grids for Sobolev equation, J. Shandong Normal Univ., 20:1(2005), 1--5.

[83] D.H. Yu, L.H. Zhao, Boundary integral equations and a posteriori error estimates, Tsinghua Science and Technology, 10:1(2005), 35--42.(EI)

[84] Z.Z. Dong, S.C. Li, D.H. Yu, Boundary integral formula of elastic problems in circle plane, Applied Mathematics and Mechanics (Chinese Edition), 26:5(2005), 556560; Applied Mathematics and Mechanics (English Edition), 26:5(2005), 604--608.(SCI,EI)

[85] J.E. Yang, Q.Y. Hu, D.H. Yu, Domain decomposition with non-matching grids for coupling of FEM and natural BEM, J. of Systems Science and Complexity, 18:4(2005), 529-542.

[86] H.B. Chen, X.F. Guo, D.H. Yu, Regularized hyper-singular boundary integral equations for error estimation and adaptive mesh refinement, Building Research Journal, 53:1(2005), 33-44.

[87] Q.Y. Hu, D.H. Yu, Iteratively solving a kind of Signorini transmission problem in a unbounded domain, ESIAM: Math. Model. And Numer. Anal., 39:4(2005), 715-726.

[88] S. Zhang, D.H. Yu, A mortar element method for coupling natural boundary element method and finite element method for unbounded domain problem, Contemporary Mathematics, 383, Recent Advances in Adaptive Computation, Z.C. Shi et al. eds., American Mathematical Society, 2005, 361-374.

[89] H.Y. Huang, D.H. Yu, Natural boundary element method for three dimensional exterior harmonic problem with an inner prolate spheroid boundary, J. Comput. Math., 24:2(2006), 193-208.

[90] J.E. Yang, D.H. Yu, Domain decomposition with nonmatching grids for exterior transmission problems via FEM and DtN mapping, J. Comput. Math., 24:3(2006), 323-342.  

 

3. Papers in Conference Proceedings

[1] K. Feng, D.H. Yu, Canonical integral equations of elliptic boundary value problems and their numerical solutions, Proceedings of China-France Symposium on the Finite Element Method (1982, Beijing), Science Press, Beijing, 1983, 211--252.

[2] D.H. Yu, Error estimates for the canonical boundary element method, Proc. of the 1984 Beijing Symposium on Differential Geometry and Differential Equations, Feng Kang ed., Science Press, Beijing, 1985, 343--348.

[3] D.H. Yu, A-posteriori error estimates and adaptive approaches for some boundary element methods, Boundary Elements IX, Brebbia, C.A., Wendland, W.L., Kuhn, G. eds., Springer-Verlag, Heidelberg, 1987, 241--256.

[4] D.H. Yu, Some mathematical aspects of adaptive boundary elements, Proc. of the 2nd China-Japan Symposium on Boundary Element Methods, Du Qing-hua, Tanaka, M. eds., Tsinghua Univ. Press, Beijing, 1988, 297--304.

[5] D.H. Yu, Adaptive boundary element methods and local error estimates, Proc. of the 2nd Conference of BEM in Engineering, Vol. 1, Nanning, 1988, 13--23.

[6] D.H. Yu, Some new developments in mathematical theory of boundary element methods, Theory of the Combination Method of Analytic and Numerical Solutions and Applications in Engineering, Li Jia-bao ed., Hunan Univ. Press,  Changsha, 1989, 228--232.

[7] H. Lang, D.H. Yu, Numerical solution of plate bending problem by canonical BEM, Proceedings of the International Conference on Structural Engineering and Computation, Fu Zi-zhi, Gong Yao-nan eds., Peking Univ. Press, Beijing, 1990, 243--248.

[8] D.H. Yu, Mathematical foundation of adaptive boundary element methods, Lectures on the 2nd World Congress on Computational Mechanics, Stuttgart, 1990, 308--311.

[9] D.H. Yu, A direct and natural coupling of BEM and FEM, Boundary Elements XIII, Brebbia, C.A., Gipson, G.S. eds., Computational Mechanics Publications, Southampton, 1991, 995--1004.

[10] D.H. Yu, The p-adaptive boundary element method and its a-posteriori error estimator, Proc. of the 4th China-Japan Symposium on Boundary Element Methods, Du Qing-hua, Tanaka, M. eds., International Academic Publishers, Beijing, 1991, 3--8.

[11] D.H. Yu, L.Q. Lu, The h-version and p-version of adaptive boundary element method, Proc. of the 3rd Conference of BEM in China, Wuhan, 1992, 444--451.

[12] D.H. Yu, Adaptive finite and boundary element methods and the numerical evaluation of hypersingular integrals on K-meshes, Inter. Conf. on Comp. Of Diff. Eqs. and Dyn. Sys., Beijing, 1992.

[13] D.H. Yu, The numerical evaluation of hypersingular integrals in boundary element methods, Proc. of the 3rd Conf. on FEM in China, Hunan, 1992, 7--10.

[14] D.H. Yu, The domain decomposition method of alternative FEM and natural BEM over unbounded domain, Proc. of the 6th China-Japan Symposium on Boundary Element Methods, International Academic Publishers, Beijing, 1994, 3--7.

[15] D.H. Yu, Domain decomposition methods for unbounded domains, Proc. of 8th Inter. Conf. on DDM (1995, Beijing), Eds. R. Glowinski, J. Periaux, Z. Shi and O. Windlund, John Wiley \& Sons Ltd., New York, 1997, 125--132.

[16] D.H. Yu, Applications of natural boundary integral operators to domain decomposition methods for elliptic boundary value problems, Research Report ICM-96-31, ICMSEC, Chinese Academy of Science, 1996; Proc. of 4th Conference of CSIAM, Fudan University Press, 1996, 21--26.

[17] D.H. Yu, D-N domain decomposition method based on natural boundary reduction and its relaxation factor, Proc. of the 8th China--Japan Symp. on BEM, Yao and Tanaka eds., Inter. Academic Publishers, 1998, 6--10.

[18] D.H. Yu, J.M. Wu, An overlapping domain decomposition method and its discretization for harmonic equation over exterior 3-D domain, Proc. of the 8th China--Japan Symp. on BEM, Yao and Tanaka eds., Inter. Academic Publishers, 1998, 17--22.

[19] D.H. Yu, Domain decomposition method based on NBIE for elliptic problems in infinite domain, Proc. of 3rd China-Japan Symposium on Computational Mathematics (Dalian, 1996), Zhong-ci Shi and M. Mori eds., Science Press, Beijing, 1998, 170--179.

[20] D.H. Yu, The natural integral operators and the domain decomposition methods for 3-D exterior problems, Proc. of the 4th Japan--China Joint Seminar on Numerical Mathematics (Chiba, 1998), H. Kawarada, M. Nakamura and Z. Shi eds., Gakkotosho, Tokyo, 1999, 163--170.

[21] D.H. Yu, Some developments of the natural boundary element method, Bounary Elements XXII, C.A. Brebbia, H. Power eds., WIT Press, Southampton, 2000, 481--490.

[22] Q.Y. Hu, D.H. Yu, The Coupling of natural BEM and composite grid FEM, Domain Decomposition Methods in Sciences and Engineering, Proc. of 12th Inter. Conf. on DDM (Chiba, Japan, 1999), T. Chan, T. Kako, H. Kawarada, O. Pironneau eds., ddm.org, 2001, 133--142.

[23] H.B. Chen, D.H. Yu, E. Schnack, Properties of boundary integral operators in collocation BEM error estimation, Advances in Computational Engineering & Sciences, Proc. of ICES'02, Eds. S.A. Atluri & D.W. Pepper, Tech. Science Press, 2002.

[24] D.H. Yu, L.H. Zhao, Analysis of hypersingular residuals and a posteriori error estimates in boundary element methods, Boundary Element Techniques, Proc. of 3rd Inter. Conf. on Boundary Element Techniques, Eds. Z. Yao & M.H. Aliabadi, Tsinghua University Press/Springer, 2002, 261--266.

[25] Z.Z. Dong, S.C. Li, D.H. Yu, Some limit formulas of generalized functions and their applications, Modern Mathematics and Mechanics, MMM-IX, S.Q. Dai ed., Shanghai University Press, 2004.

[26] S. Zhang, D.H. Yu, Preconditioners for coupling natural BEM and FEM, Advance in Boundary Integral Methods, K. Chen ed., The University of Liverpool, 2005, 32-41.

 

4Other Papers

[1] K. Feng, D.H. Yu, Natural boundary reduction and domain decomposition, Collected Works of Feng Kang, Vol. 1, Defence Industrial Press, Beijing, 1994, 367--371.

[2] D.H. Yu, W.M. Xue, H.C. Huang, A Dirichlet-Neumann alternating method in infinite domain: algorithm and convergence analysis, Research Report, ICM-95-31, Chinese Academy of Sciences; Technical Report, Math-092, Dept. of Math., Hong Kong Baptist University, 1995.

[3] D.H. Yu, J.M. Wu, The natural boundary element method and domain decomposition method over unbounded domain, Mechanics and Engineering, Zh. Yao, X. Wang, Zh. Cen eds., Tsinghua University Press, 1999, 416--421.

[4] D.H. Yu, Finite element methods and boundary element methods, Handbook of Mordern Mathematics, Computer Mathematics, Xu Li-zhi ed., Huazhong Scientific and Engineering University Press, 2001, 117--148.




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