A practical method for computing with piecewise Chebyshevian splines
(with C.Beccari and L.Romani), Journal of Computational and Applied Mathematics,
Vol.406, 2022.
DOI link
Stable numerical evaluation of multi-degree B-splines
(with C.Beccari), Journal of Computational and Applied Mathematics,
Vol.400, January 2022.
DOI link
Matrix representations for multi-degree B-splines
(with C.Beccari), Journal of Computational and Applied Mathematics,
Vol.381, January 2021, pp.1-18.
DOI link
Dimension elevation is not always corner-cutting
(with C.Beccari and Marie-Laurance Mazure), Applied Mathematics Letters,
Vol. 109, November 2020.
DOI link
Critical Length: An alternative approach
(with C.Beccari and Marie-Laurance Mazure), Journal of Computational and Applied Mathematics,
Vol. 370, 15 May 2020.
DOI link
A Cox-de Boor-type recurrence relation for C1 multi-degree splines
(with C.Beccari), Computer Aided Geometric Design,
Vol.75, November 2019, pp.
DOI link
Design or not design? A numerical characterisation for piecewise Chebyshevian splines
(with C.Beccari and Marie-Laurance Mazure), Numerical Algorithms,
Vol. 81, (1) May 2019, pp.1-31.
DOI link
An extended B-Rep solid modeling kernel integrating mesh and NURBS faces
(with G.Ferrari, R.Raffaeli and S.Morigi), Computer-Aided Design and Applications,
Vol.15, No. 5 2018, 697-706.
DOI link
On multi-degree splines
(with C.Beccari and S.Morigi), Computer Aided Geometric Design,
Vol.58, November 2017, pp.8-23.
DOI link
Piecewise Extended Chebyshev spaces: A numerical test for design
(with C.Beccari and Marie-Laurance Mazure), Applied Mathematics and Computation,
Vol.296, (2017), pp.239-256.
DOI link
High quality local interpolation by composite parametric surfaces
(with M.Antonelli,C.Beccari), Computer Aided Geometric Design,
vol.46, pp.103-124 (August 2016).
DOI link
A general framework for the construction of piecewise-polynomial
local interpolants of minimum degree
(with M.Antonelli,C.Beccari), Advances in Computational Mathematics,
vol.40 no.4 (2014), pp.945-976.
DOI link
Subdivision surfaces integrated in a CAD system
(with M.Antonelli,C.Beccari,R.Ciarloni and S.Morigi), Computer Aided Design,
no.45 (2013), pp. 1294-1311.
DOI link
Non-uniform non-tensor product local interpolatory subdivision surfaces
(with C.Beccari and L.Romani), Computer Aided Geometric Design,
30 (2013), pp.357-373.
DOI link
Construction and characterization of non-uniform local interpolating polynomial splines
(with C.Beccari and L.Romani), Journal of Computational and Applied Mathematics,
Vol.240, (2013), pp.5-19.
DOI link
Non-uniform interpolatory curve subdivision with edge parameters built upon compactly
supported fundamental splines
(with C.Beccari and L.Romani), BIT Numerical Mathematics, 51(4) (2011), pp. 781-808.
Polynomial-based non-uniform interpolatory subdivision with features control
(with C.Beccari and L.Romani), Journal of Computational and Applied Mathematics,
25(16) (2011), pp.4754-4769.
A unified framework for interpolating and approximating univariate subdivision
(with C.Beccari and L.Romani), Applied Mathematics and Computation,
216 (2010), pp.1169-1180.
Shape controlled interpolatory ternary subdivision
(with C.Beccari and L.Romani), Applied Mathematics and Computation,
215 (2009), pp. 916-927.
Edge-driven image interpolation using Adaptive Anisotropic Radial basis Functions
(with L.B.Montefusco and S.Morigi), Journal of Mathematical Imaging and Vision,
vol. DOI 10.1007/s10851-009-0176-8.
(2008).
DOI link
A Newton-type method for constrained least-square data-fitting with easy-to-control rational curves
(with L.Romani), Journal of Computational and Applied Mathematics, 223 (2009), pp. 672-692.
DOI link
The regularizing properties of anisotropic Radial Basis Functions
(with L.B.Montefusco, S.Morigi),
Applied Mathematics and Computation, 190, 2, 1050-1062 (2007)
DOI link
An interpolating 4-point C^2 ternary non stationary subdivision scheme
with tension control
(with C.Beccari and L.Romani), Computer Aided Geometric Design,
24, 210-219 (2007).
A non-stationary uniform tension controlled interpolating 4-point scheme
reproducing conics
(with C.Beccari and L.Romani), Computer Aided Geometric Design, 24, 1-9 (2007).
The mixed directional difference-summation algorithm for generating
the Bezier net of a trivariate four-direction Box-spline
(with E.Franchini and L.Romani)Numerical Algorithms, 43, 75-98 (2006).
A Fast Bivariate Function Rendering for Small Devices
(with A.Amoroso)International Journal of Computers and
Applications, (2006).
Shape Preserving Surface Reconstruction using Locally Anisotropic RBF Interpolants
(with D.Lazzaro, L.B.Montefusco, S.Morigi),
Computers and Mathematics with Applications, 51, 8, 1185-1198 (2006).
pdf file
Inverse Spherical Surfaces (with S.Morigi)
Journal of Computational and Applied Mathematics 176 (2005).
pdf file
Fast surface reconstruction and hole filling using Radial Basis Functions
(with D.Lazzaro, L.B.Montefusco, S.Morigi),
Numerical AlgorithmsVol.39, No.1-3 (2005) ISSN: 1017-1398.
pdf file
An Application of Fast Factorization Algorithms in Computer Aided
Geometric Design (with F.Fabbri and L.B.Montefusco)
Linear Algebra and its Applications 366 (2003).
pdf file
Inverse Circular Curves (with S.Morigi)
International Journal of Shape Modeling Vol.8, no.1 (2002).
pdf file
The trimmed NURBS age (with S.Morigi)
Advances in Theory of Computational Mathematics:
Recent Trends in Numerical Analysis Vol.3, Ed.
D.Trigiante, Nova Science Publishers, Inc., (2000).
pdf file
xcmodel: an aCADemic system (with S.Morigi)
Annali Universita` di Ferrara Sez. VII - Sc.Mat.,
Supplemento al Vol.XLV (2000).
pdf file
Degree elevation for p-Bezier curves (with S.Morigi
and J.Sanchez-Reyes)Computer Aided Geometric
Design,Vol.15 (1998).
pdf file
A recurrence relation for rational B-splines
Computer Aided Geometric Design. Vol.14, (1997).
pdf file
Reparametrization of NURBS curves (with S.Morigi)
International Journal Shape Modelling Vol. 2, No.2&3,
(1996).
pdf file
Graphics in parallel computation for rendering 3D modelled
scenes (with S.Morigi) Parallel Computing
, 21 (1995).
Conferences
| | | | | | | | | | | | | | | | | | | | | | | | | | | |