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Explore how the Quantum Approximate Optimization Algorithm (QAOA) can be extended to tackle multi-objective optimization problems in this conference talk from the Quantum Developer Conference 2025. Learn how quantum computing approaches can generate diverse solutions for complex Pareto fronts, moving beyond single-objective optimization to handle scenarios where multiple competing objectives must be balanced simultaneously. Discover the theoretical foundations and practical implementations of quantum approximate multi-objective optimization, drawing from cutting-edge research published in Nature Computational Science. Understand how QAOA's variational quantum approach can be adapted to explore trade-offs between conflicting objectives, potentially offering quantum advantages in finding well-distributed solution sets across Pareto optimal fronts. Gain insights into the algorithmic modifications required to extend classical QAOA to the multi-objective domain, including parameter optimization strategies and solution diversity techniques. Examine real-world applications where quantum multi-objective optimization could provide computational benefits, and understand the current limitations and future prospects of this emerging quantum computing application area.
Syllabus
Daniel Egger | Quantum Approximate Multi-Objective Optimization | QDC 2025
Taught by
Qiskit