REMOGNA, Sara
REMOGNA, Sara
MATEMATICA "GIUSEPPE PEANO"
A model for mildly-severely staged disease
2009-01-01 R. Cavoretto; S. Remogna; E. Venturino
A model for mildly-severely staged disease
2009-01-01 R. Cavoretto; S. Remogna; E. Venturino
A trivariate near-best blending quadratic quasi-interpolant
2020-01-01 Barrera D.; Dagnino C.; Ibanez M.J.; Remogna S.
B-spline bases for unequally smooth quadratic spline spaces on non-uniform criss-cross triangulations
2012-01-01 C. Dagnino; P. Lamberti; S. Remogna
B-spline surfaces on criss-cross triangulations for curve network interpolation
2015-01-01 Dagnino, C.; Lamberti, P.; Remogna, S.
Basi di spazi spline 2D con vincoli
2006-01-01 S. REMOGNA
BB-coefficients of unequally smooth quadratic B-splines on non uniform criss-cross triangulations
2008-01-01 C. Dagnino; P. Lamberti; S. Remogna
Bivariate $C^2$ cubic spline quasi-interpolants on uniform Powell-Sabin triangulations of a rectangular domain
2010-01-01 S. Remogna
Bivariate $C^2$ cubic spline quasi-interpolants on uniform Powell-Sabin triangulations of a rectangular domain
2012-01-01 S. Remogna
Bivariate $C^2$ cubic spline quasi-interpolants on uniform Powell-Sabin triangulations of a rectangular domain
2010-01-01 S. Remogna
Bivariate h-Bernstein basis: definition and properties
2019-01-01 P. Lamberti, M. Lamnii, S. Remogna, D. Sbibih
Box Splines on Type-2 Triangulations and Applications
2013-01-01 C. Dagnino; S. Remogna
C1-Quartic Butterfly-Spline Interpolation on Type-1 Triangulations
2021-01-01 Barrera, Domingo; Conti, Costanza; Dagnino, Catterina; Ibáñez, María José; Remogna, Sara
Constructing Good Coefficient Functionals for Bivariate $C^1$ Quadratic Spline Quasi-Interpolants
2008-01-01 S. Remogna
Constructing Good Coefficient Functionals for Bivariate $C^1$ Quadratic Spline Quasi-Interpolants
2010-01-01 S. Remogna
Curve network interpolation by $C^1$ quadratic B-spline surfaces
2015-01-01 Dagnino, C.; Lamberti, P.; Remogna, S.
Curve network interpolation by B-spline surfaces - Preprint su ArXiv
2013-01-01 C. Dagnino; P. Lamberti; S. Remogna
Differentiation Based on Optimal Local Spline Quasi-Interpolants with Applications
2010-01-01 C. Dagnino; S. Remogna
Do Gaussian quadrature formulas for splines produce better results than polynomial formulas when used in combination with the Nystrom method to numerically solve Fredholm integral equations of the second kind?
2019-01-01 D. Barrera, M. Barton, I. Chiarella, S. Remogna
Error bounds on the approximation of functions and partial derivatives by quadratic spline quasi-interpolants on non-uniform criss-cross triangulations of a rectangular domain
2013-01-01 C. Dagnino; S. Remogna; P. Sablonnière