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Creating Quantum Utility Maximization Problems using Quantum Reinforcement Learning #130
Labels
Hybrid Algorithms Challenge
More details here: https://github.com/XanaduAI/QHack/blob/master/Open_Hackathon.md#hybrid-algorithms
IBM Qiskit Challenge
More details here: https://github.com/XanaduAI/QHack/blob/master/Open_Hackathon.md#ibm-qiskit-challe
QAOA Challenge
More details here: https://github.com/XanaduAI/QHack/blob/master/Open_Hackathon.md#qaoa-challenge
Quantum Finance Challenge
More details here: https://github.com/XanaduAI/QHack/blob/master/Open_Hackathon.md#quantum-finance-c
Young Scientist Challenge
More details here: https://github.com/XanaduAI/QHack/blob/master/Open_Hackathon.md#young-scientist-c
Team Name:
Dynamic Quantum World
Project Description:
Project Description:
In general markets, the competitive equilibrium, or more generally, Dynamic Stochastic General Equilibrium (DSGE) is characterized by a set of state variables and the consumption and production plans of each agent to maximize the utility. Such utility maximization problem has been traditionally dealt with Lagrangian methods. In this Hackathon project, we demonstrate a quantum approach to solving utility maximization problem. Specifically, we employed Quantum Reinforcement Learning to train the policy that determines the agent's actions.
Challenges:
Presentation:
https://github.com/FinnyLime/Quantum-DSGE/blob/main/Utility%20Maximization%20with%20QRL.ipynb
Source code:
https://github.com/FinnyLime/Quantum-DSGE
Which challenges/prizes would you like to submit your project for?
Quantum Finance Challenge
IBM Qiskit Challenge
Hybrid Algorithms Challenge
Young Scientist Challenge
QAOA Challenge
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