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A decision framework for Energy investments

What you will learn

Learn the Quantiative Algorithm called “Backwards Induction” and apply it to Energy Investments

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Description

Contents:

Investments in Energy infrastructure are very expensive. Therefore, many frameworks have been developed for coming up with optimal investment decisions.  The problem of selecting optimal investment decisions becomes more challenging when the future is uncertain.

A solution to this challenge is the Backwards Induction Algorithm, which is a framework that can yield optimal investment decisions under uncertainty.

All the calculations are performed manually and also using MATLAB. This allows a full understanding of the algorithm. We are also conducting a sensitivity analysis around key parameters. We apply the problem to an electricity grid, which is about to receive a large number of Electric Vehicles in the future.

This is a problem that almost all electricity grids face.

The Backwards Induction framework uses a scenario tree approach. We first calculate the total costs (investment costs + operational costs) in the last stage, and then we work our way backwards, using probabilities, until the current time.  And then we select the investment strategy that minimizes the total expected costs (i.e. the total probability-weighted average costs).


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Biography:
I am the CEO of Quantalg, a boutique firm focusing on the development of Quantitative Algorithms for Finance and Energy, always using the most up-to-date resources.

I have a PhD in Optimization & Data Science from Imperial College London.
I also have an MEng (Masters of Engineering).

The future scenarios

English
language

Content

Introduction

Introduction
The Philosophy of the framework
Definition of uncertainty
Definition of exogenous uncertainty
Definition of investment delay

The case study

Description
The future scenarios
Finding the number of electric vehicles
The scenario tree
The possible investment decisions
The costs

The solution

Analysis of the solution
The first investment strategy
The second investment strategy
The third investment strategy
The fourth investment strategy

Code Development

Part 1: First investment strategy
Part 2: Strategies 2 & 3
Part 3: Strategy 4

Sensitivity Analysis

Sensitivity analysis on the flexibility of smart charging
Sensitivity analysis on the “social cost”
Sensitivity analysis on the scenario probabilities

Conclusion

Remarks and possibilities for future extension

Bonus

Extras