Symmetrizing multiaffine polynomials, P.J. Barry; norm estimates for inverses of distance matrices, B.J.C. Baxter; numerical treatment of surface-surface-intersection and contouring, K.-H. Brakhage; modelling closed surfaces - a comparison of existing methods, P. Brunet and A. Vinacua; a new characterization of plane elastica, G. Brunnett; POLynomials, POLar forms, and interPOL-ation, P.de Casteljau; pyramid patches provide potential polynomial paradigms, A.S. Cavaretta and C.A. Micchelli; implicitizing rational surfaces with base points by applying perturbations and the factors of zero theorem, E.-W. Chionh and R.C. Goldman; wavelets and multiscale interpolation, C.K. Chui and X. Shi; a curve intersection algorithm with processing of singular cases - introduction of a clipping technique, M. Daniel; best approximation of parametric curves by splines, W.L.F. Degen; an approximately G1 cubic surface interpolant, T. DeRose and S. Mann; on the G2 continuity of piecewise parametric surfaces, W. Du and F.J.M. Schmitt; stationary and non-stationary binary subdivision schemes, N. Dyn and D. Levin; MQ-curves are curves in tension, M. Eck; offset approximation improvement by control point perturbation, G. Elber and E. Cohen; curves and surfaces in geometrical optics, R.T. Farouki and J.-C.A. Chastang; evaluation and properties of a derivative of a NURBS curve, M.S. Floater; hybrid cubic Bezier triangle patches, T.A. Foley and K. Opitz; modelling geological structures using splines, L.A. Froyland, et al; wonderful triangle - a simple, unified, algorithmic approach to change of basis procedures in computer aided geometric design, R.N. Goldman; an arbitrary mesh network scheme using rational splines, J.A. Gregory and P.K. Yuen; Bezier curves and surface patches on quadrics, J. Hoschek; monotonicity preserving interplation using C2 rational cubic Bezier curves, M.K. Ismail; on piecewise quadratic G2 approximation and interplation, J. Kozak and M. Lokar; non-affine blossoms and subdivision for Q-splines, R. Kulkarni. Part contents.
