Bertram, B. (ed.); Constanda, C. (ed.); Struthers, A. (ed.) Integral methods in science and engineering. Proceedings of the 5th international conference, IMSE’98, Houghton, MI, USA, August 10–13, 1998. (English) Zbl 0940.00032 Chapman & Hall/CRC Research Notes in Mathematics. 418. Boca Raton, FL: Chapman & Hall/CRC. 360 p. (2000). Show indexed articles as search result. The articles of this volume will be reviewed individually. The preceding conference (4, 1996) has been reviewed (see Zbl 0883.00025 and Zbl 0883.00026).Indexed articles:Gibson, A. G., Mathematical modeling of \(N\)-body quantum scattering processes, 3-13 [Zbl 1058.81741]Kim, S.; Mustakis, I., Microhydrodynamics of sharp corners and edges, 14-20 [Zbl 0977.76017]Sleeman, B. D.; Chen, H., Acoustic scattering by irregular obstacles, 21-32 [Zbl 0962.35194]Ahues, M.; Largillier, A., On generalized inverse Steklov problems, 35-40 [Zbl 0969.34022]Aviles-Ramos, C.; Harris, K. T.; Haji-Sheikh, A., A hybrid root finder, 41-45 [Zbl 0957.65038]Begmatov, Akbar H., Volterra-type integral geometry problems, 46-50 [Zbl 0959.44003]Begmatov, Akbar H.; Begmatov, Akram H., Inversion of the X-ray transform and the Radon transform with incomplete data, 51-56 [Zbl 0958.44001]Begmatov, Akram H., Reconstructing a function by means of integrals over a family of conical surfaces, 57-61 [Zbl 0959.44004]Bertram, B., On the use of wavelet expansions and the conjugate gradient method for solving first kind integral equations, 62-66 [Zbl 0958.65143]Boikov, I. V.; Andreev, A. N., Optimal algorithms for the calculation of singular integrals, 67-72 [Zbl 0957.65014]Boikova, A. I., An order one approximate method of solution of differential and integral equations, 73-78 [Zbl 0957.65119]Chiu, C., A multigrid method for solving reaction-diffusion systems, 79-83 [Zbl 0957.65084]Chudinovich, I.; Constanda, C., Time-dependent bending of plates with transverse shear deformation, 84-89 [Zbl 0960.35101]Ciumasu, S. G.; Vieru, D., Polarization gradient in piezoelectric micropolar elasticity, 90-95 [Zbl 0977.74023]Comlekci, T.; Hamilton, R.; Boyle, J. T., Thermoelastic stress separation via Poisson equation solution by means of the boundary element method, 96-101 [Zbl 0982.74075]Corduneanu, C.; Mahdavi, M., On neutral functional differential equations with causal operators. II, 102-106 [Zbl 0960.45001]Cretu, N.; Nita, G.; Sturzu, I.; Rosca, C., A semi-analytic method for the study of acoustic pulse propagation in inhomogeneous elastic 1-D media, 107-112 [Zbl 0960.35102]Della Croce, L.; Scapolla, T., Efficient finite elements for the numerical approximation of cylindrical shells, 113-118 [Zbl 0986.74067]Ding, J.; Qiu, H., Error estimates for computing fixed densities of Markov integral operators, 119-124 [Zbl 0972.60064]Ding, J.; Wang, Z., A modified Monte Carlo approach to the approximation of invariant measures, 125-130 [Zbl 0957.37074]Djondjorov, P.; Vassilev, V., Acceleration waves in von Kármán plate theory, 131-136 [Zbl 0958.35138]Eissa, M., Dynamics and resonance of a nonlinear mechanical oscillator subjected to parametric and external excitation, 137-142 [Zbl 1002.70017]Eissa, M.; Kamel, M. M., On the vibration of helical springs, 143-148 [Zbl 0977.74031]Fisackerly, M. W.; McCartin, B. J., A two-dimensional numerical model of chemotaxis, 149-154 [Zbl 0952.92006]Guz, I. A.; Soutis, C., Asymptotic analysis of fracture theory for layered composites in compression (the plane problem), 155-160 [Zbl 0996.74072]Haidar, S. M., Existence and regularity of weak solutions to the displacement boundary value problem of nonlinear elastostatics, 161-166 [Zbl 0959.35160]Haji-Sheikh, A.; Payne, F. R.; Hays-Stang, K. J., On convergence and uniqueness of microscale heat transfer equation, 167-172 [Zbl 0973.80003]Han, W.; Sofonea, M., On numerical approximations of a frictionless contact problem for elastic-viscoplastic materials, 173-178 [Zbl 1007.74056]Hayami, K.; Sauter, S. A., A panel clustering method for 3-D elastostatics using spherical harmonics, 179-184 [Zbl 1059.74555]Hilgers, J. W.; Bertram, B. S.; Reynolds, W. R., Extensions of constrained least squares for obtaining regularized solutions to first kind integral equations, 185-189 [Zbl 0957.65115]Kannan, Rangachary; Seikkala, S.; Hihnala, M., Existence and nonexistence results for some boundary value problems at resonance, 190-194 [Zbl 0991.34014]Kashtalyan, M.; Soutis, C., Analytic investigation of thick anisotropic plates with undulating surfaces, 195-199 [Zbl 0965.74034]Khatiashvili, N., On Stokes’ nonlinear integral wave equation, 200-204 [Zbl 0985.76009]Kolkka, R. W.; Malkus, D., Dynamics of the spurt phenomenon for single history integral constitutive equations, 205-210 [Zbl 0976.76008]Langdon, S., A boundary integral equation method for the heat equation, 211-216 [Zbl 0957.65089]Liu, Q.; Narain, A., Computational simulation and interfacial shear models for downward annular wavy-interface condensing flow in a vertical pipe, 217-222 [Zbl 1059.76541]McCartin, B. J., Compact fourth-order approximation for a nonlinear reaction-diffusion equation arising in population genetics, 223-228 [Zbl 0952.92020]Mioduchowski, A.; Janele, P., Dynamic deformation of layered continuum surrounding a cylindrical or spherical cavity, 229-233 [Zbl 0983.74034]Mitrea, D., Boundary value problems for harmonic vector fields on nonsmooth domains, 234-239 [Zbl 1058.35509]Mitrea, M., The oblique derivative problem for general elliptic systems in Lipschitz domains, 240-245 [Zbl 0958.35035]Nastase, A., Viscous aerodynamic optimal design of flying configurations via an enlarged variational method, 246-251 [Zbl 1058.76550]Natroshvili, D.; Zazashvili, Sh., Interface crack problem for a piecewise homogeneous anisotropic plane, 252-257 [Zbl 1001.74104]Nomura, S.; Edmiston, H., Micromechanics of heterogeneous materials, 258-262 [Zbl 0980.74015]Okonkwo, Z. C., Admissibility and optimal control for stochastic difference equations, 263-267 [Zbl 0976.49020]Payne, F. R.; Payne, K. R., Linear and sublinear Tricomi via DFI, 268-273 [Zbl 0957.65090]Peat, R. M.; McBride, A. C., Multidimensional fractional integrals on spaces of smooth functions, 274-279 [Zbl 0969.26012]Pedas, A.; Vainikko, G., Piecewise polynomial projection methods for nonlinear multidimensional weakly singular integral equations, 280-285 [Zbl 0957.65116]Ruehr, O. G.; Bertram, B. S., Asymptotics and inequalities for a class of infinite sums, 286-291 [Zbl 0966.26011]Samoila, C.; Teodorescu, R.; Centea, D., A new theorem concerning the Buckingham Rayleigh methods and general dimensional analysis, 292-297 [Zbl 1058.74509]Sava, V. Al., Energy decay for a weak solution of the non-Newtonian fluid equations with slowly varying external forces, 298-303 [Zbl 0960.35084]Sava, V. Al., An integral representation for the solution of 2D nonstationary flow of micropolar fluids, 304-309 [Zbl 0960.35085]Sheng, Q., A monotonically convergent adaptive method for nonlinear combustion problems, 310-315 [Zbl 0959.35163]Thomson, G. R.; Constanda, C., Stationary oscillations of elastic plates with Robin boundary conditions, 316-321 [Zbl 0980.74028]Unsacar, F., Adapter and driver design for rotary encoders, 322-326 [Zbl 1058.94526]Unsacar, F.; Halkaci, S.; Majlessi, A., Expert system design for fault diagnosing in CNC machine tools, 327-332 [Zbl 0960.68674]Ursutiu, D.; Duta-Capra, A.; Nanu, D.; Cotfas, P., Non-ideal liquid solutions modeling by means of integral methods, 333-337 [Zbl 0968.76088]Vassilev, V., Symmetry groups, conservation laws and group-invariant solutions of the Marguerre-von Kármán equations, 338-343 [Zbl 0959.35161]Verma, A.; Harris, P. J.; Chakrabarti, R., Modeling the motion of an underwater explosion bubble, 344-349 [Zbl 1059.76515]Virchenko, N., On some new systems of \(N\)-ary integral equations, 350-354 [Zbl 0957.45004]Yu, G.; Narain, A., Computational simulations and flow domain classification for laminar/laminar annular/stratified condensing flows, 355-360 [Zbl 0961.76521] Cited in 1 Review MSC: 00B25 Proceedings of conferences of miscellaneous specific interest 35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations 65-06 Proceedings, conferences, collections, etc. pertaining to numerical analysis 74-06 Proceedings, conferences, collections, etc. pertaining to mechanics of deformable solids 76-06 Proceedings, conferences, collections, etc. pertaining to fluid mechanics 81-06 Proceedings, conferences, collections, etc. pertaining to quantum theory Keywords:Integral methods; Science; Engineering; Conference; Proceedings; IMSE’98; Houghton, MI (USA) Citations:Zbl 0883.00026; Zbl 0883.00025 PDF BibTeX XML Cite \textit{B. Bertram} (ed.) et al., Integral methods in science and engineering. Proceedings of the 5th international conference, IMSE'98, Houghton, MI, USA, August 10--13, 1998. Boca Raton, FL: Chapman \& Hall/CRC (2000; Zbl 0940.00032)