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Group 3 (Algorithm)
Group 3 (Algorithm)
Research Areas
Error Correction
- Error mitigation using multi-qubit/bosonic encoding
- Exploration of fundamental limits of quantum error suppression
- Development of new error mitigation and suppression methods based on Bayesian hypothesis evaluation
Quantum Channel
- Mathematical theory research on quantum states and channels
- Establishment of new quantum information theories based on specific cases
- Analysis of information transmission advantages using quantum entanglement
Quantum Simulation
- Simulation of open quantum thermodynamic systems
- Development of physics-compatible auto-error-correction protocols
- Discovery of new many-body phenomena through open system control and application to quantum algorithms
Group Achievements
Hyukjoon Kwon
Quantum Information Theory
- Quantum Information Theory
- Quantum Error Correction and Mitigation
- Quantum Simulation and Computing
Myungshik Kim
Quantum Information & Computation
- Quantum Information Technology Using Nano-Optics
- Research on Quantum Dynamics Using Quantum Computing
- Quantum Entanglement, Nonclassicality, and Other Quantum Theories
Sang-Gyun Youn
Mathematics for Quantum Information
- Analysis of the Structure of Quantum Channels Preserving Quantum Symmetry
- Algorithms for Analyzing the Presence and Degree of Quantum Entanglement
- Investigation of Quantum Information Theory Challenges Using Mathematical Theories
Teo Yong Siah
Quantum Information & Computation
- Resource-Efficient Tomography Methods for Quantum Devices
- Quantum Error Mitigation and Suppression Techniques
- Bayesian-Inspired Evidence-Based Certification and Hypothesis Assessment for Quantum Technologies
