CRIMALDI, IRENE

CRIMALDI, IRENE  

I.M.T. (Istituzioni, Mercati, Tecnologie) Alti Studi  

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Risultati 1 - 20 di 55 (tempo di esecuzione: 0.027 secondi).
Titolo Data di pubblicazione Autore(i) File
A central limit theorem and its applications to multicolor randomly reinforced urns 1-gen-2011 Berti, P; Crimaldi, I; Pratelli, L; Rigo, P
A dose-finding sequential method for targeting a given mean response: Up&Down experiments 1-gen-2006 Baldi Antognini, A; Crimaldi, I
A generalized telegraph process with velocity driven by random trials 1-gen-2013 Crimaldi, I; Di Crescenzo, A; Iuliano, A; Martinucci, B
A geometric View of the Term Structure of Interest Rates, Cattedra Galileiana 2000 (Lecture notes written by Irene Crimaldi), pp. vi+68 1-gen-2001 Crimaldi, I
A model for the Twitter sentiment curve 1-gen-2021 Aletti, Giacomo; Crimaldi, Irene; Saracco, Fabio
A Network Model Characterized by a Latent Attribute Structure with Competition 1-gen-2016 Boldi, P; Crimaldi, I; Monti, C
A strong form of stable convergence. (Original article in a book series/Book chapter) 1-gen-2007 Crimaldi, I; Letta, G; Pratelli, L
An almost sure conditional convergence result and an application to a generalized Polya urn 1-gen-2009 Crimaldi, I
An Anscombe-type theorem 1-gen-2014 Berti, P; Crimaldi, I; Pratelli, L; Rigo, P
An urn model with random multiple drawing and random addition 1-gen-2022 Crimaldi, Irene; Louis, Pierre-Yves; Minelli, Ida G.
Analysis of a Hurst Parameter Estimator Based on the Modified Allan Variance 1-gen-2012 Bianchi, A; Bregni, S; Crimaldi, I; Ferrari, M
Assessing financial distress dependencies in OTC markets: a new approach using Trade Repositories data 1-gen-2016 Bonollo, M; Crimaldi, I; Flori, A; Gianfagna, L; Pammolli, F
Asymptotic normality of a Hurst parameter estimator based on the modified Allan variance 1-gen-2012 Bianchi, A; Campanino, M; Crimaldi, I
Asymptotic results for a generalized Pólya urn with “multi-updating” and applications to clinical trials 1-gen-2008 Crimaldi, I; Leisen, F
Asymptotics for randomly reinforced urns with random barriers 1-gen-2016 Berti, P; Crimaldi, I; Pratelli, L; Rigo, P
Central Limit Theorems for a Hypergeometric Randomly Reinforced Urn 1-gen-2016 Crimaldi, I
Central limit theorems for an Indian buffet model with random weights 1-gen-2015 Berti, P; Crimaldi, I; Pratelli, L; Rigo, P
Central limit theorems for multicolor urns with dominated colors 1-gen-2010 Berti, P; Crimaldi, I; Pratelli, L; Rigo, P
Cluster analysis of weighted bipartite networks: a new copula-based approach 1-gen-2014 Chessa, A; Riccaboni, M; Trapin, L; Crimaldi, I
Collaboration and followership: A stochastic model for activities in social networks 1-gen-2019 Becatti, Carolina; Crimaldi, Irene; Saracco, Fabio