Adaptive isogeometric methods with hierarchical splines: error estimator and convergence. Pavia: CNR-IMATI; 2015.
Algorithms for the implementation of adaptive isogeometric methods using hierarchical splines. Pavia: CNR-IMATI; 2016.
Analysis of a multi-ring technique for 3D pattern recognition. Genova: CNR-IMATI; 2017.
An appointment scheduling framework to balance the production of blood bags from donation. Milano: CNR-IMATI; 2016.
Assigning probabilities to qualitative dynamics of gene regulatory networks. Pavia: IMATI; 2013. (549.03 KB)
BPX preconditioners for isogeometric analysis using analysis-suitable T-splines. Pavia: CNR-IMATI; 2017.
Calcolo di descrittori ibridi geometria-colore per l'analisi di similarità di forme 3D. Genova: CNR-IMATI; 2016.
Comparing methods for the approximation of rainfall fields in environmental applications. Genova: CNR-IMATI; 2016.
Conceptual design of shapes in Virtual Environments through the re-use of heterogeneous data. Genova: CNR-IMATI; 2016.
Consanguinity and late fertility: spatial analysis reveals positive association patterns. Pavia: CNR-IMATI; 2014. (341.45 KB)
Defect detection in nanostructures. Milano: CNR-IMATI; 2016.
Feature curve identification in archaeological fragments using an extension of the Hough transform. Genova: CNR-IMATI; 2016.
From lesson learned to the refactoring of the DRIHM science gateway for hydro-meteorological research. Genova: CNR-IMATI; 2016.
Identification of patterns of repeated parts in solid objects. Genova: CNR-IMATI; 2016.
Identification of patterns of repeated parts in solid objects - Part II. Genova: CNR-IMATI; 2016.
A new design for the implementation of isogeometric analysis in Octave and Matlab: GeoPDEs 3.0. Pavia: IMATI-CNR; 2016.
Optimal strategies for a time-dependent harvesting problem. Pavia: IMATI-CNR; 2016.
Optimality of integrability estimates for advection-diffusion equations. Pavia: CNR-IMATI; 2017.
Optimal-order isogeometric collocation at Galerkin superconvergent points. Pavia: CNR-IMATI; 2016.
Persistence-based tracking of rainfall field maxima. Genova: CNR-IMATI; 2016.
Quantitative estimates on localised finite differences for the fractional Poisson problem, and applications to regularity and spectral stability. Pavia: CNR-IMATI; 2017.
On quasi-interpolation operators in spline spaces. Pavia: CNR-IMATI; 2015.
Schaeffer's regularity theorem for scalar conservation laws does not extend to systems. Imati Report Series ed. Pavia: CNR-IMATI; 2015.