Unit name | Visual Analytics |
---|---|
Unit code | COMSM0038 |
Credit points | 20 |
Level of study | M/7 |
Teaching block(s) |
Teaching Block 2 (weeks 13 - 24) |
Unit director | Professor. Nabney |
Open unit status | Not open |
Pre-requisites |
Software Development: Programming and Algorithms |
Co-requisites |
EMATM0044 |
School/department | Department of Computer Science |
Faculty | Faculty of Engineering |
Visual analytics couples the visual representation of data with analytical processes to support complex decision making and understanding. A picture may be worth a thousand words, but only if it is well designed to represent data faithfully and meaningfully. This unit will enable students to create powerful analyses of data and communicate them effectively to non-specialists.
This unit will cover two key aspects of visual analytics: the science of information visualisation (primarily concerned with the way that data is represented visually), and advanced machine learning (as a tool to change the data representation, e.g. through dimensionality reduction, or as a way of analysing visual data) in a framework of statistical pattern recognition.
Information visualisation topics covered by this unit include: data types and their representations, non-vectorial data, human requirements for visual analytics, scientific visualisation, visualisation quality metrics, Shneiderman’s mantra (overview first, zoom and filter, details on demand) practical visualisation tools.
Machine learning topics covered by this unit include: principles of Statistical Pattern Recognition (probabilistic models for data, curse of dimensionality generalisation error, bias-variance dilemma); linear models (Probabilistic Principal Component Analysis; Discriminant Analysis); generalised dissimilarity mappings and neighbour embedding techniques; Gaussian Processes; latent variable models (Gaussian Mixture Models, Generative Topographic Mapping and Gaussian Process Latent Variable Model); Bayesian model regularisation and combination; feature selection; challenges of large datasets and potential solutions.
Throughout the unit there is a focus on understanding theory and modelling principles in order to apply them effectively to represent data.
Students will be able to
Teaching will be delivered through a combination of synchronous and asynchronous sessions, including lectures, practical activities and self-directed exercises.
80% coursework, 20% in-class tests.