Summary of AWS re:Invent 2025 - JPMorganChase & Amazon Advanced Solutions Lab drive quantum R&D on Braket-CMP327
Overview of Quantum Computing
Quantum computers leverage the laws of quantum mechanics to perform computations in novel and improved ways, going beyond the limitations of classical computers
Classical computers store information in binary bits (0 or 1), while quantum bits (qubits) can exist in superposition of 0 and 1 simultaneously
Simulating even small quantum systems on classical computers becomes exponentially difficult as the number of qubits increases
Quantum computers hold the promise of exponential speedups for certain problems in areas like physics, chemistry, cryptography, and optimization
Quantum R&D Approach
The goal of quantum R&D is to lay the groundwork for future production workloads through hybrid quantum-classical workflows
Key steps include:
Identifying target use cases that are computationally hard and business-relevant
Researching new quantum algorithms and benchmarking them against classical algorithms
Bringing quantum technology from a niche to broad adoption
AWS offers tools and services like Amazon Braket to provide access to various quantum hardware and programming models
The Amazon Advanced Solutions Lab engages in custom R&D to develop novel quantum algorithms and deliver business value with quantum-inspired classical algorithms
Collaboration between JPMorgan Chase and AWS
Finance is rich in computationally hard optimization problems, such as portfolio selection, pricing and hedging of options, risk management, and asset-liability management
The portfolio selection problem can be framed as a maximum independent set (MIS) problem, which is known to be computationally hard
Prior research demonstrated quantum speedups for solving the MIS problem with up to 289 qubits
Through their collaboration, JPMorgan Chase and AWS have published four scholarly papers and developed a suite of tools for solving large, hard problems on current quantum hardware
The Q-REDOMAS Algorithm
Q-REDOMAS is a hybrid quantum-classical algorithm for solving the MIS problem
The algorithm has two main steps:
Classical reduction: Use a "Pac-Man" algorithm to reduce the problem size by identifying and removing exposed corner nodes
Quantum sampling: Use a quantum computer as a probabilistic sampling machine to identify high-likelihood nodes for the final solution
The classical reduction step significantly reduces the problem size, allowing the quantum computer to focus on the "hard kernel" of the problem
Experiments on the Aquila quantum device from Qerashow that Q-REDOMAS outperforms standard quantum annealing algorithms, maintaining high success probability even for large and hard problem instances
Results and Impact
Q-REDOMAS was tested on real quantum hardware accessed through Amazon Braket, with experiments involving over 200 qubits
The algorithm demonstrated a significant performance boost compared to quantum annealing, maintaining a success probability above 89% even for the hardest problem instances
The hybrid quantum-classical approach allows Q-REDOMAS to solve large-scale portfolio selection problems that would be intractable for classical computers alone
This work showcases how quantum R&D can lead to practical solutions for industry-relevant optimization problems in finance and beyond
Future Outlook
The Q-REDOMAS algorithm is hardware-agnostic, allowing it to be tested on various quantum platforms beyond the Aquila device
The team plans to explore other applications of the hybrid quantum-classical framework beyond portfolio optimization
Continued collaboration between industry leaders like JPMorgan Chase and quantum research experts at AWS aims to drive the advancement and real-world adoption of quantum computing
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