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---
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title: "Skills in Statistics, Data Science and Machine Learning"
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---
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* Statistics
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- Knowledge of Linear Models and Generalised Linear Models
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(including logistic regression), both in theory and in
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applications
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- Classical Statistical inference (maximum likelihood estimation,
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method of moments, minimal variance unbiased estimators) and
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testing (including goodness of fit)
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- Nonparametric statistics
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- Bootstrap methods, hidden Markov models
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- Knowledge of Bayesian Analysis techniques for inference and
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testing: Markov Chain Monte Carlo, Approximate Bayesian
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Computation, Reversible Jump MCMC
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- Good knowledge of R for statistical modelling and plotting
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* Data Analysis
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- Experience with large datasets, for classification and regression
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- Descriptive statistics, plotting (with dimensionality reduction)
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- Data cleaning and formatting
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- Experience with unstructured data coming directly from embedded
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sensors to a microcontroller
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- Experience with large graph and network data
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- Experience with live data from APIs
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- Data analysis with Pandas, xarray (Python) and the tidyverse (R)
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- Basic knowledge of SQL
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* Graph and Network Analysis
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- Research project on community detection and graph clustering
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(theory and implementation)
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- Research project on Topological Data Analysis for time-dependent
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networks
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- Random graph models
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- Estimation in networks (Stein's method for Normal and Poisson
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estimation)
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- Network Analysis with NetworkX, graph-tool (Python) and igraph (R
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and Python)
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* Time Series Analysis
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- experience in analysing inertial sensors data (accelerometer,
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gyroscope, magnetometer), both in real-time and in post-processing
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- use of statistical method for step detection, gait detection, and
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trajectory reconstruction
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- Kalman filtering, Fourier and wavelet analysis
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- Machine Learning methods applied to time series (decision trees,
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SVMs and Recurrent Neural Networks in particular)
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- Experience with signal processing functions in Numpy and Scipy
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(Python)
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* Machine Learning
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- Experience in Dimensionality Reduction (PCA, MDS, Kernel PCA,
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Isomap, spectral clustering)
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- Experience with the most common methods and techniques
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- Random forests, SVMs, Neural Networks (including CNNs and RNNs),
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both theoretical knowledge and practical experience
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- Bagging and boosting estimators
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- Cross-validation
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- Kernel methods, reproducing kernel Hilbert spaces, collaborative
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filtering, variational Bayes, Gaussian processes
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- Machine Learning libraries: Scikit-Learn, PyTorch, TensorFlow,
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Keras
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* Simulation
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- Inversion, Transformation, Rejection, and Importance sampling
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- Gibbs sampling
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- Metropolis-Hastings
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- Reversible jump MCMC
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- Hidden Markov Models and Sequential Monte Carlo Methods
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