• Home
  • News
  • Technology
  • Research
  • Teaching
  • Business
  • Jobs
  • Home
  • News
  • Technology
  • Research
  • Teaching
  • Business
  • Jobs
Contact
  • Deutsch
  • English

  • Home
  • News
  • Technology
  • Research
  • Teaching
  • Business
  • Jobs
Contact
  • Deutsch
  • English

Nicht kategorisiert

a:3:{s:6:"locale";s:5:"en_US";s:3:"rtl";i:0;s:9:"flag_code";s:2:"us";}
Architectural Influence on Variational Quantum Circuits in Multi-Agent Reinforcement Learning: Evolutionary Strategies for Optimization

Architectural Influence on Variational Quantum Circuits in Multi-Agent Reinforcement Learning: Evolutionary Strategies for Optimization

Abstract:

The field of Multi-Agent Reinforcement Learning (MARL) is becoming increasingly relevant in domains that involve the interaction of multiple agents, such as autonomous driving and robotics. One challenge in MARL is the exponential growth of dimensions in the state and action spaces. Quantum properties o!er a solution by enabling compact data processing and reducing trainable parameters. One drawback of gradient-based optimization methods in Quantum MARL is the possibility of Barren Plateaus impeding effective parameter updating, thereby hindering convergence. Evolutionary Algorithms, however, bypass this issue as they do not rely on gradient information. Building on research that demonstrates the potential of Evolutionary Algorithms in optimizing Variational Quantum Circuits for MARL tasks, we examine how introducing architectural changes into the evolutionary process affects optimization. We explore three different architecture concepts for Variational Quantum Circuits — Layer-Based, Gate-Based, and Prototype-Based — by applying two evolutionary strategies: one involving both recombination and mutation (ReMu), and the other using mutation only (Mu). To evaluate the efficacy of these approaches, we tested them in the Coin Game, comparing them to a baseline without architectural modifications. The mutation-only strategy with the Gate- Based approach yielded the best results, achieving the highest scores, number of coins collected, and own coin rates while using the fewest parameters. Furthermore, a variant of the Gate-Based approach with results comparable to those of the baseline required significantly fewer gates, resulting in an acceleration of the runtime by 90.1%.

Author:

Karola Schneider

Advisors:

Michael Kölle, Leo Sünkel, Claudia Linnhoff-Popien


Student Thesis | Published November 2024 | Copyright © QAR-Lab
Direct Inquiries to this work to the Advisors


The Trainability of Quantum FederatedLearning

The Trainability of Quantum Federated Learning

Abstract:

This thesis explores the implementation and evaluation of Quantum Federated Learning (QFL), where Variational Quantum Circuits (VQCs) are collaboratively trained across multiple quantum clients. The primary focus is on comparing the performance and trainability of QFL with traditional non-federated quantum machine learning approaches using the MNIST dataset. Experiments were conducted with 2, 3, 4, and 5 clients, each processing different subsets of data, and with varying numbers of layers (1, 2, and 4) in the quantum circuits. The trainability of the models was assessed through the evaluation of accuracy, loss, and gradient norms throughout the training process. The results demonstrate that while QFL enables collaborative learning and shows significant improvements in these metrics during training, the baseline models without federated learning generally exhibit superior performance in terms of final accuracy and loss due to the uninterrupted optimization process. Additionally, the impact of increasing the number of layers on training stability and performance was examined.

Author:

Sina Mohammad Rezaei

Advisors:

Leo Sünkel, Thomas Gabor, Tobias Rohe, Claudia Linnhoff-Popien


Student Thesis | Published November 2024 | Copyright © QAR-Lab
Direct Inquiries to this work to the Advisors


Investigating the Lottery Ticket Hypothesis for Variational Quantum Circuits

Investigating the Lottery Ticket Hypothesis for Variational Quantum Circuits

Abstract:

Quantum computing is an emerging field in computer science that has made significant progress in recent years, including in the area of machine learning. Through the principles of quantum physics, it offers the possibility of overcoming the limitations of classical algorithms. However, variational quantum circuits (VQCs), a specific type of quantum circuits utilizing varying parameters, face a significant challenge from the barren plateau phenomenon, which can hinder the optimization process in certain cases. The Lottery Ticket Hypothesis (LTH) is a recent concept in classical machine learning that has led to notable improvements in neural networks. In this thesis, we investigate whether it can be applied to VQCs. The LTH claims that within a large neural network, there exists a smaller, more efficient subnetwork (a “winning ticket”) that can achieve comparable performance. Applying this approach to VQCs could help reduce the impact of the barren plateau problem. The results of this thesis show that the weak LTH can be applied to VQCs, with winning tickets discovered that retain as little as 26.0% of the original weights. For the strong LTH, where a pruning mask is learned without any training, we found a winning ticket for a binary VQC, performing at 100% accuracy with 45% remaining weights. This shows that the strong LTH is also applicable to VQCs. These findings provide initial evidence that the LTH may be a valuable tool for improving the efficiency and performance of VQCs in quantum machine learning tasks.

Author:

Leonhard Klingert

Advisors:

Michael Kölle, Julian Schönberger, Claudia Linnhoff-Popien


Student Thesis | Published November 2024 | Copyright © QAR-Lab
Direct Inquiries to this work to the Advisors



QAR-Lab – Quantum Applications and Research Laboratory
Ludwig-Maximilians-Universität München
Oettingenstraße 67
80538 Munich
Phone: +49 89 2180-9153
E-mail: qar-lab@mobile.ifi.lmu.de

© Copyright 2025

General

Team
Contact
Legal notice

Social Media

Twitter Linkedin Github

Language

  • Deutsch
  • English
Cookie-Zustimmung verwalten
Wir verwenden Cookies, um unsere Website und unseren Service zu optimieren.
Funktional Always active
Die technische Speicherung oder der Zugang ist unbedingt erforderlich für den rechtmäßigen Zweck, die Nutzung eines bestimmten Dienstes zu ermöglichen, der vom Teilnehmer oder Nutzer ausdrücklich gewünscht wird, oder für den alleinigen Zweck, die Übertragung einer Nachricht über ein elektronisches Kommunikationsnetz durchzuführen.
Preferences
The technical storage or access is necessary for the legitimate purpose of storing preferences that are not requested by the subscriber or user.
Statistiken
Die technische Speicherung oder der Zugriff, der ausschließlich zu statistischen Zwecken erfolgt. The technical storage or access that is used exclusively for anonymous statistical purposes. Without a subpoena, voluntary compliance on the part of your Internet Service Provider, or additional records from a third party, information stored or retrieved for this purpose alone cannot usually be used to identify you.
Marketing
Die technische Speicherung oder der Zugriff ist erforderlich, um Nutzerprofile zu erstellen, um Werbung zu versenden oder um den Nutzer auf einer Website oder über mehrere Websites hinweg zu ähnlichen Marketingzwecken zu verfolgen.
Manage options Manage services Manage {vendor_count} vendors Read more about these purposes
Einstellungen anzeigen
{title} {title} {title}