Quantum algorithms are computational procedures designed to run on quantum computers and use quantum effects such as superposition, entanglement, interference, and measurement to solve specific problems. Unlike classical algorithms, quantum algorithms are built around qubits, quantum gates, circuits, or other quantum operations. They include algorithms for simulation, search, optimization, linear algebra, cryptanalysis, machine learning, and quantum chemistry.
Quantum algorithms matter because they define what quantum computers may eventually be useful for. Algorithms such as Shor's algorithm, Grover search, variational quantum eigensolvers, quantum approximate optimization, and phase estimation have shaped expectations for quantum advantage. Near-term work focuses on noisy intermediate-scale devices, hybrid quantum-classical workflows, error mitigation, benchmarking, and applications in chemistry, materials science, logistics, finance, and machine learning. The field connects closely to quantum computing, quantum simulation, and quantum error correction.
Conferences on quantum algorithms appear in quantum computing, computer science, physics, applied mathematics, nanotechnology, and industry programs. Sessions often cover algorithm design, complexity, optimization, simulation, quantum machine learning, and hardware-aware compilation. Tracking quantum-algorithm events helps researchers follow the software and theory that determine how quantum hardware can become practically valuable.