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- Post-Quantum Crypto: Should You Care?
- Quantum Computational Complexity
- Scalable Designs for Quasiparticle-Poisoning-Protected Topological Quantum Computation with Majorana Zero Modes
- Quantum Computation and Complexity
- 6.845 Quantum Complexity Theory, Lecture 04
- Quantum Leap a New Proof Supports a 25-Year-Old Claim N of the Unique Power of Quantum Computing
- Quantum Computing, Postselection, and Probabilistic Polynomial-Time
- Quantum Complexity Theory
- BQP and the Polynomial Hierarchy
- BQP Vs. P, BPP, Accuracy Lecture 5 1 Reversible Computation 2 P ⊆
- Quantum Computation
- Universal Two-Body-Hamiltonian Quantum Computing
- Quantum Advantages and Computational Complexity
- On Perfect Completeness for QMA
- 6.845 Quantum Complexity Theory, Lecture 18
- Quantum Vs Classical Proofs
- The Oracle Separation of BQP and PH: a Recent Advancement in Quantum Complexity Theory
- 6.845 Quantum Complexity Theory, Lecture 20
- One Complexity Theorist's View of Quantum Computing
- Quantum Mechanics and in Most Physicists’ View, Dashed Einstein’S Hope for a “Completion” of Quantum Mechanics
- 6.845 Quantum Complexity Theory, Lecture 17
- Quantum Information and Computation Chapter 5
- Lecture 23: Introduction to Quantum Complexity Theory 1 REVIEW
- Quantum Complexity Theory
- Quantum Computational Supremacy Problem Sheet
- Lecture 26: QIP and QMIP 1 Introduction 2 Definition Of
- A Survey of Quantum Complexity Theory
- Research Faculty Summit 2018 Systems | Fueling Future Disruptions an HPC Systems Guy’S View of Quantum Computing
- Basics of Quantum Complexity
- Constant-Round Blind Classical Verification of Quantum Sampling
- Quantum Machine Learning Talk Copy
- Quantum Complexity Theory CSE 490Q: Quantum Computation Overview
- Quantum Algorithms for Machine Learning
- Lecture 3: Bounded Error Quantum Polynomial Time (BQP) Contents 1
- How Hard Is It to Approximate the Jones Polynomial?
- Symmetry Protected Quantum Computation
- Complexity Limitations on Quantum Computation 1 Introduction
- The Complexity of Quantum Sampling Problems
- Lecture 7 1 Quantum Complexity Theory
- Complexity of the Quantum Separability Problem and Its Variants
- Lecture 16 1 BQP ∈
- On the Complexity and Verification of Random Circuit Sampling Chinmay Nirkhe [email protected] Joint Work With
- PDQP/Qpoly = ALL
- Lecture 11 (Notes) 1 Introduction 2 Quantum Computing And
- PDQP/Qpoly = ALL, Where ALL Is the Set of All Languages L 0, 1 ∗ (Including the Halting Problem and Other Noncomputable Languages)
- A Rigorous and Robust Quantum Speed
- An Invitation to Quantum Complexity Theory the Study of What We Can’T Do with Computers We Don’T Have NP- Scott Aaronson (MIT) Complete QIP08, New Delhi
- The Limits of Quantum Computers
- Quantum Algorithms for Classical Lattice Models
- Oracle Separation of BQP and PH
- Strengths and Weaknesses of Quantum Computing
- Nuclear Physics and Quantum Information Science Nuclear Physics and Quantum Information Science
- Quantum Complexity 1 / 52
- Towards Post-Quantum Crypto Standards
- A Simple Promisebqp-Complete Matrix Problem
- Introduction to Computational Complexity Theory II
- BQP and the Polynomial Hierarchy
- 3D Simulation of Nanowire Fets Using Quantum Models
- Presentación De Powerpoint
- BQP, NQP, Quantum NP, and Quantum Finite Automata
- Local Hamiltonians in Quantum Computation Daniel
- On QMA and Related Complexity Classes