Nicoletta Del Buono

Prof. Nicoletta Del Buono

University of Bari Aldo Moro, Bari, Puglia, Italy
orcid

Research Focus & Metrics

Academic Career Length

28Years (1999-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 April 2015 in Information Sciences
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Journal Article
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NBNicoletta Del Buono
Nicoletta Del Buono
Gianvito PioGianvito Pio
Gianvito Pio

22 February 1999 in Proceedings Of The Royal Society B-Biological Sciences
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Journal Article
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SBS. Boi
S. Boi
ICI. D. Couzin
I. D. Couzin
NBNicoletta Del Buono
Nicoletta Del Buono
NFN. R. Franks
N. R. Franks
NBN. F. Britton
N. F. Britton
We investigated the phenomenon of activity cycles in ants, taking into account the spatial structure of colonies. In our study species,Leptothorax acervorum, there are two spatially segregated groups in the nest. We developed a model that considers the two groups as coupled oscillators which can produce synchronized activity. By investigating the effects of noise on the model system we predicted how the return of foragers affects activity cycles in ant colonies. We tested these predictions empirically by comparing the activity of colonies under two conditions: when foragers are and are not allowed to return to the nest. The activity of the whole colony and of each group within the colony was studied using image analysis. This allowed us to reveal the spatial pattern of activity wave propagation in ant colonies for the first time.

1 February 2014 in Information Sciences
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Journal Article
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Gabriella CasalinoGabriella Casalino
Gabriella Casalino
NBNicoletta Del Buono
Nicoletta Del Buono
CMCorrado Mencar
Corrado Mencar

1 March 2002 in Journal of Computational and Applied Mathematics
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Journal Article
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NBNicoletta Del Buono
Nicoletta Del Buono
CMC. Mastroserio
C. Mastroserio

1 January 2005 in SIAM Journal on Scientific Computing
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Journal Article
Closed access
NBNicoletta Del Buono
Nicoletta Del Buono
LLL. Lopez
L. Lopez
RPR. Peluso
R. Peluso
In this paper we consider methods for evaluating both exp(A) and $exp(\tau A)q_1$ where ${\rm exp}(\cdot)$ is the exponential function, A is a sparse skew-symmetric matrix of large dimension, q 1 is a given vector, and $\tau$ is a scaling factor. The proposed method is based on two main steps: A is factorized into its tridiagonal form H by the well-known Lanczos iterative process, and then exp(A) is derived making use of an effective Schur decomposition of H. The procedure takes full advantage of the sparsity of A and of the decay behavior of exp(H). Several applications and numerical tests are also reported.

28 February 2023 in Journal of Applied Crystallography
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Journal Article
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NCNicola Corriero
Nicola Corriero
Rosanna RizziRosanna Rizzi
Rosanna Rizzi
Gaetano SettembreGaetano Settembre
Gaetano Settembre
NBNicoletta Del Buono
Nicoletta Del Buono
DDDomenico Diacono
Domenico Diacono
Determination of the crystal system and space group is the first step of crystal structure analysis. Often this turns out to be a bottleneck in the material characterization workflow for polycrystalline compounds, thus requiring manual interventions. This work proposes a new machine-learning (ML)-based web platform, CrystalMELA (Crystallography MachinE LeArning), for crystal systems classification. Two different ML models, random forest and convolutional neural network, are available through the platform, as well as the extremely randomized trees algorithm, available from the literature. The ML models learned from simulated powder X-ray diffraction patterns of more than 280 000 published crystal structures from organic, inorganic and metal–organic compounds and minerals which were collected from the POW_COD database. A crystal system classification accuracy of 70%, which improved to more than 90% when considering the Top-2 classification accuracy, was obtained in tenfold cross-validation. The validity of the trained models has also been tested against independent experimental data of published compounds. The classification options in the CrystalMELA platform are powerful, easy to use and supported by a user-friendly graphic interface. They can be extended over time with contributions from the community. The tool is freely available at https://www.ba.ic.cnr.it/softwareic/crystalmela/ following registration.