CDT Easter School 2016: Systems Approaches to Risk Assessment and Management

The Centre for Doctoral Training (CDT) Easter School is an annual event that brings together world-leading experts, who are actively involved in research relating to aspects of uncertainty quantification and the analysis of complex systems, to provide focused training during a dedicated week.

A copy of the programme is already availble.

This year's speakers are:

• Nicola Pedorni:  University Centrale Paris / Supelec, France;
• Mike Poole: Radioactive Waste Management Ltd, Oxford, UK;
• Ioannis Stratis: National University of Athens, Greece.

This is a unique opportunity, provided through the CDT, to learn from experts, which are senior in their areas of specialism, and authors of fundamental text books. This year the CDT Easter School will once more take place on campus in the new Risk Institute Facility (see map).

Day 1 - Risk, Vulnerability and Resilience Assessment, Complex Systems Applications, Use of Non Probabilistic Approaches

Dr Nicola Pedroni

Risk, Vulnerability and Resilience Assessment (1 of 2)

Risk, Vulnerability and Resilience Assessment (2 of 2)

Complex Systems Applications: Cases in Networked Infrastructures

Vulnerability / Risk Assessment: Use of Non Probabilistic Approaches (1 of 2)

Vulnerability / Risk Assessment: Use of Non Probabilistic Approaches (2 of 2)

Day 2 - Geological Disposal of Radioactive Waste, Solutions in Radioactive Waste Management, Quantification of Uncertainty by Expert Judgement

Dr Mike Poole

Strategies for Uncertainty: Geological Disposal of Radioactive Waste (1 of 2)

Strategies for Uncertainty: Geological Disposal of Radioactive Waste (2 of 2)

Total Systems Modelling: Solutions in Radioactive Waste Management

Quantification of Uncertainty by Expert Judgement: RWM Methods (1 of 2)

Quantification of Uncertainty by Expert Judgement: RWM Methods (2 of 2)

Day 3 - System Analysis, Linear ODEs and the Heat Equation

Professor Ioannis Stratis

Mathematical Framework for Systems Analysis: Basic Concepts (1 of 2)

Mathematical Framework for Systems Analysis: Basic Concepts (2 of 2)

Systems of Linear Ordinary Differential Equations (ODEs) & Exponential Matrix