- Email: [email protected]
Author index volume 12 (1995)
COMPUTER AIDED GEOMETRIC DESIGN ELSEVIER
Computer Aided Geometric Design 12 (1995) 861-863
Author Index Volume 12 (1995) (The issue number is given in front of the page numbers)
Albrecht, G., A note on Farin points for rational triangular Be3zier patches Alonso, C., J. Gntierrez and T. Recio, An implicitization ~dgorithm with fewer variables Andersson, L.-E., S.M. Dorney, T.J. Peters and N.F. Stewart, Polyhedral perturbations that preserve topological form Aumann, G., U. Reif and K. Spitzmiiller, A counterexample to a corollary of Kim et al ( L e t t e r to the Editors)
(5) 507-512
Bareqnet, G. and M. Sharir, Filling gaps in the boundary of a polyhedron Barry, P.J. and D. So, Extending B-spline tools and algorithms to geometrically continuous splines: A study of similarities and differences Bloor, M.I.G., M.J. Wilson and H. Hagen, The smoothing properties of variational schemes for surface design Biinten, R., see Schneiders, R.
(2) 207-229
Cai, Z., Convergence, error estimation and some properties of four-point interpolation subdivision scheme Carstensen, C., G. Miihlbach and G. Schmidt, De Casteljau's algorithm is an extrapolation method
(3) 251-258 (8) 785-799 (8) 853-855
(6) 581-600 (4) 381-394 (7) 693 707
(5)459-468 (4) 371-380
Daniel, M., A note on degenerate normal vectors ( S h o r t C o m m u n i c a t i o n ) Delfinado, C.J.A. and H. Edelsbrunner, An incremental algorithm for Betti numbers of simplicial complexes on the 3-sphere DeRose, T., see Mann, S. Dorney, S.M., see Andersson, L.-E. Dutta, D., see Gelstnn, S.M. Datta, D., see Srinivas, Y.L.
(8)857-860
Eek, M. and J. Hadenfeid, Knot removal for B-spline curves Edelsbrunner, H., see Delfinado, C.J.A.
(3) 259-282 (7) 771-784
Facello, M.A., Implementation of a randomized algorithm for Delaunay and regular triangulations in three dimensions Farin, G. and D. Jnng, Linear precision of rational B~zier curves ( S h o r t C o m m u n i c a -
(4) 349-370
tion )
Farin, G.,
see Pottmann,
H.
Farouki, R.T. and T.W. Sederberg, Analysis of the offset to a parabola Field, D.A., The legacy of automatic mesh generation from solid modeling Elsevier Science B.V.
(7) 771-784 (1) 107-110 (8) 785-799 (1) 27- 51 (6)551-566
(4)431-433 (5)513-531 (6) 639-645 (7) 651 673
862
A u t h o r Index Vohtme 12
Fiorot, J.-C., P. Jeannin and S. Taleb, Rational cubic curves as BR-curves Fiorot, J.C. and P. Jeannin, Linear precision of BR-curves ( S h o r t C o m m u n i c a t i o n ) Floater, M., High-order approximation of conic sections by quadratic splines
(1) 67- 88 (4) 435-438 (6) 617-637
Gelston, S.M. and D. Dutta, Boundary surface recovery from skeleton curves and surfaces Goldman, R., see Lodha, S. Goodman, T.N.T. and J. Peters, B6zier nets, convexity and subdivision on higher-dimensional simplices Gutierrez, J., see Alonso, C.
(1) 27- 51 (8) 801-824
Hadenfeld, J.,
(3) 259-282 (4)381-394 (7) 647-649 (8) 825-835
see Eck, M. Hagen, H., see Bloor, M.I.G. Hamann, B. and R.F. Sarraga, Preface Hartmann, E., Blending an implicit with a parametric surface Hohenberger, W. and T. Reuding, Smoothing rational B-spline curves using the weights in an optimization procedure Hiillig, K. and J. Koch, Geometric Hermite interpolation
Jeannin, P., Jeannin, P.,
see
Fiorot, J.-C.
see
Fiorot, J.C.
Joe, B., see Wang, W.
Jung, D.,
see
Farin, G.
Kaldis, P.D. and N.S. Sapidis, Convexity-preserving interpolatory parametric splines of non-uniform polynomial degree Kiciak, P., Constructions of G I continuous joins of rational B~zier patches Kim, D.-S., P.Y. Papalambros and T.C. Woo, Tangent, normaL, and visibility cones on Bdzier surfaces Kim, D.-S. and P.Y. Papalambros, Detection of degenerate normal vectors on parametric surfaces: Tangent cone approach Koch, J., see HiJllig, K.
(1) 53- 65 (3)251-258
(8)837-848 (6)567-580 (1) 67- 88 (4)435-438 (5) 469-489 (4)431-433
(1) 1- 26 (3)283-303 (3) 305-320 (3) 321-327 (6) 567-580
Langbecker, U. and X. Lii, A note on a local twist estimator ( S h o r t C o m m u n i c a t i o n ) I~on, J.C. and P. Trompette, A new approach towards free-form surfaces control Liang, Y., see Zheng, J. Liu, X. and Y. Z h u , A characterization of certain C 2 discrete triangular interpolants Lodha, S. and R. Goldman, Change of basis algorithms for surfaces in CAGD Lii, W., Offset-rational parametric plane curves Lii, X., see Langbecker, U.
(8) 849-852 (4) 395-416 (2) 111-129 (4) 329-348 (8) 801-824 (6) 601-616 (8) 849-852
Ma, L. and Q. Peng, Smoothing of free-form surfaces with B6zier patches Ma, L. and Q. Peng, Recursive G k transformations between adjacent B~zier surfaces Mann, S. and T. DeRnse, Computing values and derivatives of B6zier and B-spline tensor products (Short C o m m u n i c a t i o n ) Mareum, D.L. and N.P. Weatherill, Aerospace applications of solution adaptive finite element analysis Miihlbach, G., see Carstensen, C.
(3) 231-249 (5) 439-458
(7) 709-731 (4) 371-380
Palmer, R.S., Chain models and finite element analysis: An executable CHAINS formulation of plane stress Papalambros, P.Y., see Kim, D.-S. Papalambros, P.Y., see Kim, D.-S. Peng, Q., see Ma, L. Peng, Q., see Ma, L.
(7) 733-770 (3) 305-320 (3) 321-327 (3) 231-249 (5) 439-458
(1) 107-110
A u t h o r b M e x V o l u m e 12
863
Peters, J., see Goodman, T.N.T. Peters, T.J., see Andersson, L.-E. Pottmann, H., Rational curves and surfaces with rational offsets Pottmann, H. and G. Farin, Developable rational BEzier and B-spline surfaces Pratt, M.J., Cyclides in computer aided geometric design II
(l) 53- 65 (8) 785-799 (2) 175-192 (5) 513-531 (2) 131-152
Rababah, A., High order approximation method for curves Reeio, T., see Alonso, C. Reif, U., A unified approach to subdivision algorithms near extraordinary vertices Reif, U., Biquadratic G-spline surfaces Reif, U., A note on degenerate triangular B6zier patches ( S h o r t C o m m u n i c a t i o n ) Reif, U., see Aumann, G. Reuding, T., see Hohenberger, W.
(1) 89 102 (3) 251-258 (2) 153-174 12) 193-21/5 (5) 547 551) (8) 853 855 (8)837 848
Saito, T., G.-J. Wang and T.W. Sederberg, Hodographs and normals of rational curves and surfaces Sapidis, N.S., s e e Kaklis, P.D. Sarraga, R.F., see Hamann, B. Sauer, T., Axially parallel subsimplices and convexity Sehmidt, G., see Carstensen, C. Sehneiders, R. and R. Biinten, Automatic generation of hexahedral finite element meshes Sederberg, T.W., Point and tangent computation of tensor product rational B6zier surfaces ( S h o r t C o m m u n i c a t i o n ) Sederberg, T.W., see Saito, T. Sederberg, T.W., see Farouki, R.T. Sharir, M., see Barequet, G. Soni, B.K. and S. Yang, NURBS-based surface grid redistribution and remapping algorithms Spitzmiiller, K., see Aumann, G. Srinivas, Y.L. and D. Dutta, Rational parametric representation of parabolic cyclide: Formulation and applications Stewart, N.F., s e e Andersson, L.-E. Su, D., see Barry, P.J.
(6) 551-566 (8) 785-799 (6) 581-6110
Taleb, S., see Fiorot, J.-C. Trompette, P., see L6on, J.C.
(1) 67- 88 (4) 395-416
Veltkamp, R.C.,
(5) 533-546
see
Wesselink, W.
(4)417-430 (1) 1- 26 (7) 647-649 15)491-505 (4)371-380 (7) 693 707 (1) 103-106 (4) 417-43/) (6) 639-645 (2) 207 229 (7) 675-692 (8) 853 855
Wang, G., s e e Zheng, J. Wang, G.-J., s e e Saito, T. Wang, W. and B. Joe, The geometric interpretation of inversion formulae for rational plane curves Weatherill, N.P., see Mareom, D.L. Wesselink, W. and R.C. Veltkamp, Interactive design of constrained variational curves Wilson, M.J, s e e Bloor, M.I.G. Woo, T.C., s e e Kim, D.-S.
(5)469-489 (7) 709-731 (5)533-546 (4) 381-394 13) 3115-320
Yang, S.,
(7) 675-692
see
Soni, B.K.
Zheng, J., G. Wang and Y. Liang, parametric surfaces Zhu, Y., see Liu, X.
GC"
(2) 111-129 (4)417-430
continuity conditions for adjacent rational (2) 111-129 (4) 329-34b;
Computer Aided Geometric Design 12 (1995) 861-863
Author Index Volume 12 (1995) (The issue number is given in front of the page numbers)
Albrecht, G., A note on Farin points for rational triangular Be3zier patches Alonso, C., J. Gntierrez and T. Recio, An implicitization ~dgorithm with fewer variables Andersson, L.-E., S.M. Dorney, T.J. Peters and N.F. Stewart, Polyhedral perturbations that preserve topological form Aumann, G., U. Reif and K. Spitzmiiller, A counterexample to a corollary of Kim et al ( L e t t e r to the Editors)
(5) 507-512
Bareqnet, G. and M. Sharir, Filling gaps in the boundary of a polyhedron Barry, P.J. and D. So, Extending B-spline tools and algorithms to geometrically continuous splines: A study of similarities and differences Bloor, M.I.G., M.J. Wilson and H. Hagen, The smoothing properties of variational schemes for surface design Biinten, R., see Schneiders, R.
(2) 207-229
Cai, Z., Convergence, error estimation and some properties of four-point interpolation subdivision scheme Carstensen, C., G. Miihlbach and G. Schmidt, De Casteljau's algorithm is an extrapolation method
(3) 251-258 (8) 785-799 (8) 853-855
(6) 581-600 (4) 381-394 (7) 693 707
(5)459-468 (4) 371-380
Daniel, M., A note on degenerate normal vectors ( S h o r t C o m m u n i c a t i o n ) Delfinado, C.J.A. and H. Edelsbrunner, An incremental algorithm for Betti numbers of simplicial complexes on the 3-sphere DeRose, T., see Mann, S. Dorney, S.M., see Andersson, L.-E. Dutta, D., see Gelstnn, S.M. Datta, D., see Srinivas, Y.L.
(8)857-860
Eek, M. and J. Hadenfeid, Knot removal for B-spline curves Edelsbrunner, H., see Delfinado, C.J.A.
(3) 259-282 (7) 771-784
Facello, M.A., Implementation of a randomized algorithm for Delaunay and regular triangulations in three dimensions Farin, G. and D. Jnng, Linear precision of rational B~zier curves ( S h o r t C o m m u n i c a -
(4) 349-370
tion )
Farin, G.,
see Pottmann,
H.
Farouki, R.T. and T.W. Sederberg, Analysis of the offset to a parabola Field, D.A., The legacy of automatic mesh generation from solid modeling Elsevier Science B.V.
(7) 771-784 (1) 107-110 (8) 785-799 (1) 27- 51 (6)551-566
(4)431-433 (5)513-531 (6) 639-645 (7) 651 673
862
A u t h o r Index Vohtme 12
Fiorot, J.-C., P. Jeannin and S. Taleb, Rational cubic curves as BR-curves Fiorot, J.C. and P. Jeannin, Linear precision of BR-curves ( S h o r t C o m m u n i c a t i o n ) Floater, M., High-order approximation of conic sections by quadratic splines
(1) 67- 88 (4) 435-438 (6) 617-637
Gelston, S.M. and D. Dutta, Boundary surface recovery from skeleton curves and surfaces Goldman, R., see Lodha, S. Goodman, T.N.T. and J. Peters, B6zier nets, convexity and subdivision on higher-dimensional simplices Gutierrez, J., see Alonso, C.
(1) 27- 51 (8) 801-824
Hadenfeld, J.,
(3) 259-282 (4)381-394 (7) 647-649 (8) 825-835
see Eck, M. Hagen, H., see Bloor, M.I.G. Hamann, B. and R.F. Sarraga, Preface Hartmann, E., Blending an implicit with a parametric surface Hohenberger, W. and T. Reuding, Smoothing rational B-spline curves using the weights in an optimization procedure Hiillig, K. and J. Koch, Geometric Hermite interpolation
Jeannin, P., Jeannin, P.,
see
Fiorot, J.-C.
see
Fiorot, J.C.
Joe, B., see Wang, W.
Jung, D.,
see
Farin, G.
Kaldis, P.D. and N.S. Sapidis, Convexity-preserving interpolatory parametric splines of non-uniform polynomial degree Kiciak, P., Constructions of G I continuous joins of rational B~zier patches Kim, D.-S., P.Y. Papalambros and T.C. Woo, Tangent, normaL, and visibility cones on Bdzier surfaces Kim, D.-S. and P.Y. Papalambros, Detection of degenerate normal vectors on parametric surfaces: Tangent cone approach Koch, J., see HiJllig, K.
(1) 53- 65 (3)251-258
(8)837-848 (6)567-580 (1) 67- 88 (4)435-438 (5) 469-489 (4)431-433
(1) 1- 26 (3)283-303 (3) 305-320 (3) 321-327 (6) 567-580
Langbecker, U. and X. Lii, A note on a local twist estimator ( S h o r t C o m m u n i c a t i o n ) I~on, J.C. and P. Trompette, A new approach towards free-form surfaces control Liang, Y., see Zheng, J. Liu, X. and Y. Z h u , A characterization of certain C 2 discrete triangular interpolants Lodha, S. and R. Goldman, Change of basis algorithms for surfaces in CAGD Lii, W., Offset-rational parametric plane curves Lii, X., see Langbecker, U.
(8) 849-852 (4) 395-416 (2) 111-129 (4) 329-348 (8) 801-824 (6) 601-616 (8) 849-852
Ma, L. and Q. Peng, Smoothing of free-form surfaces with B6zier patches Ma, L. and Q. Peng, Recursive G k transformations between adjacent B~zier surfaces Mann, S. and T. DeRnse, Computing values and derivatives of B6zier and B-spline tensor products (Short C o m m u n i c a t i o n ) Mareum, D.L. and N.P. Weatherill, Aerospace applications of solution adaptive finite element analysis Miihlbach, G., see Carstensen, C.
(3) 231-249 (5) 439-458
(7) 709-731 (4) 371-380
Palmer, R.S., Chain models and finite element analysis: An executable CHAINS formulation of plane stress Papalambros, P.Y., see Kim, D.-S. Papalambros, P.Y., see Kim, D.-S. Peng, Q., see Ma, L. Peng, Q., see Ma, L.
(7) 733-770 (3) 305-320 (3) 321-327 (3) 231-249 (5) 439-458
(1) 107-110
A u t h o r b M e x V o l u m e 12
863
Peters, J., see Goodman, T.N.T. Peters, T.J., see Andersson, L.-E. Pottmann, H., Rational curves and surfaces with rational offsets Pottmann, H. and G. Farin, Developable rational BEzier and B-spline surfaces Pratt, M.J., Cyclides in computer aided geometric design II
(l) 53- 65 (8) 785-799 (2) 175-192 (5) 513-531 (2) 131-152
Rababah, A., High order approximation method for curves Reeio, T., see Alonso, C. Reif, U., A unified approach to subdivision algorithms near extraordinary vertices Reif, U., Biquadratic G-spline surfaces Reif, U., A note on degenerate triangular B6zier patches ( S h o r t C o m m u n i c a t i o n ) Reif, U., see Aumann, G. Reuding, T., see Hohenberger, W.
(1) 89 102 (3) 251-258 (2) 153-174 12) 193-21/5 (5) 547 551) (8) 853 855 (8)837 848
Saito, T., G.-J. Wang and T.W. Sederberg, Hodographs and normals of rational curves and surfaces Sapidis, N.S., s e e Kaklis, P.D. Sarraga, R.F., see Hamann, B. Sauer, T., Axially parallel subsimplices and convexity Sehmidt, G., see Carstensen, C. Sehneiders, R. and R. Biinten, Automatic generation of hexahedral finite element meshes Sederberg, T.W., Point and tangent computation of tensor product rational B6zier surfaces ( S h o r t C o m m u n i c a t i o n ) Sederberg, T.W., see Saito, T. Sederberg, T.W., see Farouki, R.T. Sharir, M., see Barequet, G. Soni, B.K. and S. Yang, NURBS-based surface grid redistribution and remapping algorithms Spitzmiiller, K., see Aumann, G. Srinivas, Y.L. and D. Dutta, Rational parametric representation of parabolic cyclide: Formulation and applications Stewart, N.F., s e e Andersson, L.-E. Su, D., see Barry, P.J.
(6) 551-566 (8) 785-799 (6) 581-6110
Taleb, S., see Fiorot, J.-C. Trompette, P., see L6on, J.C.
(1) 67- 88 (4) 395-416
Veltkamp, R.C.,
(5) 533-546
see
Wesselink, W.
(4)417-430 (1) 1- 26 (7) 647-649 15)491-505 (4)371-380 (7) 693 707 (1) 103-106 (4) 417-43/) (6) 639-645 (2) 207 229 (7) 675-692 (8) 853 855
Wang, G., s e e Zheng, J. Wang, G.-J., s e e Saito, T. Wang, W. and B. Joe, The geometric interpretation of inversion formulae for rational plane curves Weatherill, N.P., see Mareom, D.L. Wesselink, W. and R.C. Veltkamp, Interactive design of constrained variational curves Wilson, M.J, s e e Bloor, M.I.G. Woo, T.C., s e e Kim, D.-S.
(5)469-489 (7) 709-731 (5)533-546 (4) 381-394 13) 3115-320
Yang, S.,
(7) 675-692
see
Soni, B.K.
Zheng, J., G. Wang and Y. Liang, parametric surfaces Zhu, Y., see Liu, X.
GC"
(2) 111-129 (4)417-430
continuity conditions for adjacent rational (2) 111-129 (4) 329-34b;