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Pubblicazioni su riviste internazionali
- R.T. Farouki, F. Pelosi, M.L. Sampoli, Approximation of monotone clothoid
segments by degree 7 Pythagorean-hodograph, Journal
of Computational and Applied Mathematics curves, 382, (2021)
- M. Knez, F. Pelosi, M.L. Sampoli, Spline surfaces with C1 quintic PH isoparametric
curves, Computer Aided Geometric Design 79 (2020) doi: 10.1016/j.cagd.2020.101839
- F. Patrizi, C. Manni, F. Pelosi, H. Speleers. Adaptive refinement with locally linearly independent LR
B-splines: Theory and applications, Computer
Methods in Applied Mechanics and Engineering 369 art. 113230, (2020).
- Farouki R.T., F. Pelosi, M.L. Sampoli, Optimization of corner blending curves, {\it Computer Aided Design, 117 art.102739 (2019).
- C. Giannelli, F. Pelosi, T. Kanduĉ, H. Speleers. An immersed-isogeometric model:
Application to linear elasticity and implementation with THBox-splines J. Comput. Appl. Math., 349
(2019), 410-423.
- T. Kanduĉ, C. Giannelli, F. Pelosi, H. Speleers. Adaptive isogeometric
analysis with hierarchical box splines.
Computer Methods in
Applied Mechanics and Engineering, 316 (2017), 817-838.
7. F. Pelosi, C. Giannelli, C. Manni, M.L. Sampoli, H. Speleers. Splines over regular
triangulations in numerical simulation. Computer Aided Design, 82 (2017), 100-111.
8. Farouki R.T.,
F. Pelosi, M.L. Sampoli, A. Sestini, Tensor-product surface patches
with Pythagorean-hodograph isoparametric curves, IMA
Journal of Numerical Analysis 36 (2016), 1389-1409.
9.
C. Manni, F. Pelosi, and
H. Speleers.
Local hierarchical h-refinements in IgA based on
generalized B-splines. In: M.S. Floater et al. (eds.), Mathematical Methods for Curves and Surfaces, Lecture Notes in
Computer Science 8177, pp.
341-363, 2014.
10. Lettieri D., C. Manni,
F. Pelosi, H. Speleers; Shape
preserving $HC^2$ interpolatory
subdivision, BIT Numerical
Mathematics 55 (3) (2015), 751-779.
11. Garoni
C., C. Manni, F. Pelosi, S.
Serra-Capizzano, H. Speleers; On the spectrum of stiffness matrices arising
from isogeometric analysis, Numerische Mathematik, 127, 751-799 (2014)
12. Speleers H., C. Manni, F. Pelosi, From
NURBS to NURPS geometries; Computer Methods in Applied Mechanics and Engineering 255, (2013), 238-254.
13.
Speleers H., C. Manni,
F. Pelosi, M.L. Sampoli, Powell-Sabin
approximations in advection-diffusion-reaction problems, Computer Methods in Applied Mechanics and
Engineering 221-222 (2012), 132-148.
- Manni C., F. Pelosi, M.L. Sampoli, Isogeometric analysis in advection-diffusion problems:
Tension splines approximation, on J. Comput.
Appl. Math., (2011), 511- 528.
- Manni C., F. Pelosi, M.L. Sampoli, Generalized B-splines as
a tool in Isogeometric
Analysis, on Computer Methods
in Applied Mechanics and Engineering (2010),
867-881.
- Costantini P., C. Manni, F. Pelosi, M.L. Sampoli, Quasi-interpolation
in Isogeometric Analysis Based on Generalized
B-splines, 27 (2010), 656-668.
- Lyche T., K. Mųrken,
F. Pelosi, Stable linear wavelets
on non uniform knots with vanishing moments, CAGD (2008), 26(2), 203-216
- Costantini P., F. Pelosi, M.L. Sampoli, New spline spaces with generalized tension
properties, BIT 48, no. 4 (2008), 665-688
- Costantini P., F. Pelosi, M.L Sampoli,
Boolean Surfaces with Shape Constraints, CAD 40 (Special issue CDCS)
(2008), 62-75.
- Pelosi F., P. Sablonničre, Shape-Preserving C1 Hermite Interpolants
Generated by a Gori-Pitolli Subdivision Scheme, J. Comput.
Appl. Math. 220 (2008),
686-711Costantini P., F. Pelosi,
Data approximation using shape-preserving parametric surfaces,
SIAM J. Numer. Anal., 47, n.1,(2008),
20-47.
- Costantini P., F. Pelosi, Shape-preserving
Histogram Approximation, Advances in Computational Mathematics, 26 (2007), 205-230.
- Pelosi F., M.L. Sampoli, R. T. Farouki, C. Manni, A control polygon scheme for design of
planar C2 PH quintic spline curves, Comp. Aided Geom. Design, 24 (2006), 28-52.
- Pelosi F., R.T. Farouki, C. Manni, A. Sestini, Geometric Hermite interpolation by spatial
Pythagorean-hodograph cubics, Advances
in Computational Mathematics, 22
(2005)
- Manni C., F. Pelosi, Quasi-interpolants with tension
properties from and in CAGD, Geometric Modeling -Dagstuhl 2002 - Computing 72 (2004), 143-160.
- Costantini P., F. Pelosi, Shape-preserving
approximation of spatial data, Advances in Computational Mathematics,
20(1) (2004), 25-51
- Costantini P., F. Pelosi, Shape-preserving
approximation by space curves, Numerical Algorithms,
Kluwer Accademic Publishers, 27 (2001), 237-264.
Pubblicazioni su
libri
1.
R. T. Farouki, C. Manni, F. Pelosi, M.L.Sampoli: Design
of $C^2$ Spatial Pythagorean-Hodograph Quintic Splines Curves by Control
Polygons, Lecture Notes in
Computer Science, J.-D. Boissonnat et al.,
6920 (2012), 253-269
2.
Costantini P., F. Pelosi and M. L. Sampoli, Compactly Supported Splines with Tension Properties on a
Three-Direction Mesh, Lecture Notes in Computer Science, Mathematical
Methods for Curves and Surfaces (2010), 93-110,
3.
Costantini
P., F. Pelosi, M.L Sampoli, Triangular Surface Patches with Shape Constraints, Curve and Surface Design: Avignon 2006,
P. Chenin, T.Lyche, L.L.Schumaker,
Nashboro Press, TN, (2007) 123-132.
4.
Costantini
P., F. Pelosi, Shape-preserving data approximation
using new spline spaces, Mathematical
Methods for Curves and Surfaces:Tromsų 2004, M.
Dahlen, K. Mųrken
and L. L. Schumaker, Nashboro
Press, TN, (2005), 81-92.
5.
Costantini
P., F. Pelosi, Constrained bivariate histosplines, St.
Malo 2002 Curves and surface fitting, C.Rabut, M.Mazure and L.L.Schumaker eds.
Vanderbilt University Nashboro Press, TN, (2004)
83-92.
Rapporti tecnici
- Costantini
P., C. Manni, F. Pelosi, M.L. Sampoli, Quadratic generalized
B-splines: a geometric approach. Tech. Report no. 498, Dept. of Math. and Comput. Science, University of Siena, (2010).
- Speleers H., C. Manni, F. Pelosi,
M.L. Sampoli; Isogeometric analysis with
Powell-Sabin splines, Technical Report 606, Dept. Computer Science, K.U.Leuven,
2012.
- Pelosi F.,
Shape detection for bivariate data, Dipartimento di Matematica,
Universitą di Torino, Quaderno n.12, (2006).
- Manni C., F.
Pelosi, Constrained quasi-interpolating curves, Dipartimento
di Matematica Pura ed Applicata, Universitą di Padova, Rapporto n. 3
(2003).
- Pelosi F.,
"SPA3D": Software documentation, Dipartimento di Scienze Matematiche ed Informatiche,
Universitą di Siena, Rapporto n.
407, (2000).
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