Selected
papers of
o
U. Reif
and J. Peters
Structural Analysis of Subdivision Surfaces - A Summary
in Topics in Multivariate Approximation and
interpolation
K. Jetter et al. (eds.), Elsevier, (2006), 149-190.
o K. Karciauskas, J. Peters, and U. Reif
Shape characterization of subdivision surfaces - case studies
CAGD, 21 (2004), 601-614.
o J. Peters and U. Reif
Shape characterization of
subdivision surfaces-basic principles
CAGD,
21 (2004), 585-599.
o U. Reif
In memoriam Josef Hoschek
CAGD, 20 (2003), 493-499.
o K. Höllig and U. Reif
Nonuniform web-splines
CAGD, 20 (2003), 277-294.
o K. Höllig, U. Reif, and J. Wipper
Error estimates for the web-method
in Mathematical Methods for Curves and Surfaces:
Oslo 2000
T. Lyche und L.L. Schumaker (eds.),
o K. Höllig, U. Reif, and J. Wipper
Multigrid methods with web-splines
Numerische Mathematik 91, No 2, (2002), 237-256.
o K. Höllig, U. Reif, and J. Wipper
Weighted extended b-spline approximation of Dirichlet problems
o U. Reif and P. Schröder
Curvature Smoothness of
Subdivision Surfaces
Advances in Computational Mathematics 14, No 2,
(2001), 157-174.
o J. Peters and U. Reif
Least squares approximation of Bezier coefficients provides
best degree reduction in the L2-norm
JAT Vol. 104, No. 1, (2000), 90-97.
o
U. Reif
Analyse und Konstruktion von
Subdivisionsalgorithmen für
Freiformflächen beliebiger Topologie
Habilitationsschrift, Shaker Verlag (1999).
o U. Reif
Best bounds on the approximation of polynomials and splines
by their control structure
CAGD 17 (2000), 579-589.
o
D. Lutterkort
, J. Peters, and U. Reif
Polynomial degree reduction in the L2-norm equals best Euclidean
approximation of Bezier coefficients
CAGD 16 (1999), 607-612.
o A. Kipp and U. Reif
On the existence of
solutions to non-parametric fairing problems
CAGD (1999), 217-221.
o H. Prautzsch and U. Reif
Degree estimates for C^k-piecewise polynomial subdivision surfaces
Advances in Computational Mathematics 10 (1999), 209-217.
o J. Peters and U. Reif
The 42 equivalence classes of
quadratic surfaces in affine n-space
CAGD 15 (1998), 459-473.
o J. Peters and U. Reif
The simplest subdivision
scheme for smoothing polyhedra
ACM TOG 16 (1997), 420-431.
o J. Peters and U. Reif
Analysis of algorithms generalizing
B-spline subdivision
o U. Reif
Uniform B-spline
approximation in Sobolev spaces
Numerical Algorithms 15 (1997), 1-14.
o U. Reif
Orthogonality
Relations for Cardinal B-Splines over Bounded
Intervals
in Geometric Modeling: Theory and
Practice,
W. Strasser, R. Klein, and R. Rau (eds.), Springer, (1998).
o
H. Bohl
and U. Reif
Degenerate Bezier patches with
continuous curvature
CAGD 14 (1997), 749-761.
o K. Höllig, J. Hahn, and U. Reif
Glattes
Füllen n-seitiger Lücken
in Mathematik - Schlüsseltechnologie für die Zukunft,
K.-H. Hoffmann et al (eds.), Springer, 347-367, (1997).
o U. Reif
TURBS - topologically
unrestricted rational B-splines
Constr. Approx. 14 (1998), 47-77.
o U. Reif
Orthogonality
of cardinal B-Splines in weighted Sobolev
spaces
o
U. Reif
On constructing topologically
unrestricted B-splines
ZAMM 76 (1996), Suppl. 1, 73-74.
o
U. Reif
Some new results on subdivision algorithms for meshes of arbitrary
topology
In Wavelets and Multilevel Approximation,
Charles K. Chui and Larry L. Schumaker (eds.), (1995), 367-374.
o
U. Reif
A refinable
space of smooth spline surfaces of arbitrary topological
genus
JAT Vol 90, No 2
(1997), 174-199.
o
U. Reif
A degree estimate for
subdivision surfaces of higher regularity
Proc. of the AMS, Vol. 124, Nr. 7, (1996),
2167-2174.
o G. Aumann, K. Spitzmüller, and U. Reif
A counterexample to a
corollary of Kim et al.
CAGD 12 (1995), 853-855.
o U. Reif
A note on degenerate
triangular Bezier patches
CAGD 12 (1995), 547-550.
o U. Reif
Biquadratic
G-spline surfaces
CAGD 12 (1995), 193-205.
o U. Reif
A unified approach to
subdivision algorithms near extraordinary vertices
CAGD 12 (1995), 153-174.
o U. Reif
Neue
Aspekte in der Theorie der Freiformflächen beliebiger Topologie
Dissertation, Universität Stuttgart (1993).
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