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Ferrari, Pier Alda

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Author ID: ferrari.pier-alda Recent zbMATH articles by "Ferrari, Pier Alda"
Published as: Ferrari, Pier Alda; Ferrari, Pieralda; Ferrari, P. A.; Alda Ferrari, Pier; Ferrari, P.
External Links: ORCID · dblp
Documents Indexed: 14 Publications since 1978

Publications by Year

Citations contained in zbMATH Open

6 Publications have been cited 10 times in 7 Documents Cited by Year
An imputation method for categorical variables with application to nonlinear principal component analysis. Zbl 1328.65028
Ferrari, Pier Alda; Annoni, Paola; Barbiero, Alessandro; Manzi, Giancarlo
4
2011
Phase transition for infinite systems of spiking neurons. Zbl 1418.92025
Ferrari, P. A.; Galves, A.; Grigorescu, I.; Löcherbach, E.
2
2018
An R package for the simulation of correlated discrete variables. Zbl 1377.65011
Barbiero, Alessandro; Ferrari, Pier Alda
1
2017
Independence of thinned processes characterizes the Poisson process: an elementary proof and a statistical application. Zbl 1119.62089
Assunção, R. M.; Ferrari, P. A.
1
2007
Robustness of parameter estimation procedures in multilevel models when random effects are MEP distributed. Zbl 1157.62034
Solaro, Nadia; Ferrari, Pier Alda
1
2007
A sequential distance-based approach for imputing missing data: forward imputation. Zbl 1414.62220
Solaro, Nadia; Barbiero, Alessandro; Manzi, Giancarlo; Ferrari, Pier Alda
1
2017
Phase transition for infinite systems of spiking neurons. Zbl 1418.92025
Ferrari, P. A.; Galves, A.; Grigorescu, I.; Löcherbach, E.
2
2018
An R package for the simulation of correlated discrete variables. Zbl 1377.65011
Barbiero, Alessandro; Ferrari, Pier Alda
1
2017
A sequential distance-based approach for imputing missing data: forward imputation. Zbl 1414.62220
Solaro, Nadia; Barbiero, Alessandro; Manzi, Giancarlo; Ferrari, Pier Alda
1
2017
An imputation method for categorical variables with application to nonlinear principal component analysis. Zbl 1328.65028
Ferrari, Pier Alda; Annoni, Paola; Barbiero, Alessandro; Manzi, Giancarlo
4
2011
Independence of thinned processes characterizes the Poisson process: an elementary proof and a statistical application. Zbl 1119.62089
Assunção, R. M.; Ferrari, P. A.
1
2007
Robustness of parameter estimation procedures in multilevel models when random effects are MEP distributed. Zbl 1157.62034
Solaro, Nadia; Ferrari, Pier Alda
1
2007

Citations by Year