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Quantum Algorithms For Eigenvalue Problems Lin Lin Information Guide

  1. About to Quantum Algorithms For Eigenvalue Problems Lin Lin
  2. Key Details
  3. Developments
  4. Deep Dive
  5. Final Thoughts

About to Quantum Algorithms For Eigenvalue Problems Lin Lin

Full Quantum Algorithms for Eigenvalue Problems - Lin Lin News
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Key Details

Details AN20: Solving Eigenvalue Problems in High Dimension News
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Developments

Details (3.4.1) Intro to Solving a Lin Sys of ODEs using the Eigenvalue Method: Eigenvalues and Eigenvectors Update
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Unsupervised NNs for Quantum Eigenvalue Problems - NeurIPS ML4PS 2020
Unsupervised NNs for Quantum Eigenvalue Problems - NeurIPS ML4PS 2020
Lin Lin - Large scale hybrid DFT functionals: fast algorithms and finite-size effects - IPAM at UCLA
Lin Lin - Large scale hybrid DFT functionals: fast algorithms and finite-size effects - IPAM at UCLA
Di Fang - Quantum algorithms for dynamics simulation: differential equations - IPAM at UCLA
Di Fang - Quantum algorithms for dynamics simulation: differential equations - IPAM at UCLA
Eigenvalue Problems Derivation of Methods (Eric de Sturler, VaTech)
Eigenvalue Problems Derivation of Methods (Eric de Sturler, VaTech)
Lin Lin: Quantum computation of Green's functions
Lin Lin: Quantum computation of Green's functions
Quantum algorithms and the power of forgetting
Quantum algorithms and the power of forgetting
Algorithms for Large-Scale Eigenvalue Problems
Algorithms for Large-Scale Eigenvalue Problems
Quantum Linear Algebra With Near-Optimal Complexities
Quantum Linear Algebra With Near-Optimal Complexities
Lin Lin - Quantum impurity and quantum embedding theory - IPAM at UCLA
Lin Lin - Quantum impurity and quantum embedding theory - IPAM at UCLA
Rolando Somma - The Quantum Linear Systems Problem - IPAM at UCLA
Rolando Somma - The Quantum Linear Systems Problem - IPAM at UCLA
Quantum Order-Finding Example N=15 Part 1: Eigenstates & Eigenvalues of U for a=11,7
Quantum Order-Finding Example N=15 Part 1: Eigenstates & Eigenvalues of U for a=11,7

Deep Dive

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Last Updated: August 14, 2026

Final Thoughts

Information Dong An: Quantum algorithms for linear differential equations and eigenvalue... (QIP 2025) News
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