Foto del docente

Angela Montanari

Full Professor

Department of Statistical Sciences "Paolo Fortunati"

Academic discipline: SECS-S/01 Statistics

Coordinator of PhD Programme in Statistical Sciences

Teaching

Recent dissertations supervised by the teacher.

First cycle degree programmes dissertations

  • Analisi delle performance di tiro nella pallacanestro basate su modelli di regressione lineare e test d'ipotesi
  • Anomaly detection on declared crop type using satellite indexes: a Machine Learning approach
  • Dimension reduction using Gaussian Processes
  • High-Dimensional Random Matrices and The Non-Parametric Bootstrap
  • Joint distribution for the number of occupied boxes across different layers in generalised allocation process
  • Local spatio temporal modelling of sea surface temperatures in the Agulhas
  • Maximal Occupancy in Generalised Allocation Process
  • Modelling Alcohol Intake with the NDNS for the UK Adult Population
  • Modelling Atmospheric CO2 Level with Gaussian Process Regression Models
  • Nowcasting Hospital Deaths from COVID-19 Using Random Forest Regression Models
  • Previsione dello stipendio dei cestisti NBA tramite modelli di regressione multipla
  • Selezioni delle variabili in un modello di regressione multiplo mediante proiezioni casuali
  • Stima dei parametri del modello di regressione multipla utilizzando stime ben condizionate della matrice di covarianza dei predittori
  • Student Perspective of Teaching Excellence
  • What makes a good wine?

Second cycle degree programmes dissertations

  • A Statistical Evaluation on Modified Simon's II Stage Design Approach in Clinical Trials
  • Causal inference in randomized clinical trials: a case study
  • Classification based on miRNA expression profiling for Cancer of Unknown Primary diagnosis
  • Efficacy of a treatment in hospitalized adult patients with severe Covid-19 pneumonia
  • Propensity Score Methods implementation using Clinical Trials and Natural History Data
  • Relational Event Models with Time Varying Effects and Random Effects: an Application to the Alien Species Invasions