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BQP
Simulating Quantum Field Theory with a Quantum Computer
CS286.2 Lectures 5-6: Introduction to Hamiltonian Complexity, QMA-Completeness of the Local Hamiltonian Problem
Taking the Quantum Leap with Machine Learning
Interactive Proofs for Quantum Computations
Quantum Supremacy
Quantum Algorithms for Classical Lattice Models
Readout Rebalancing for Near Term Quantum Computers
QIP 2010 Tutorial and Scientific Programmes
Computational Complexity: a Modern Approach
Quantum Computation
Computational Difficulty of Computing the Density of States
The Quantum Complexity of Computing Schatten P-Norms
Quantum Computational Complexity Theory Is to Un- Derstand the Implications of Quantum Physics to Computational Complexity Theory
Lecture 24: QMA: Quantum Merlin-Arthur 1 Introduction 2 Merlin
Lecture 1: Introduction to the Quantum Circuit Model September 9, 2015 Lecturer: Ryan O’Donnell Scribe: Ryan O’Donnell
Quantum Complexity Theory
An Introduction to Quantum Information and Quantum Circuits
Quantum Information Processing with Superconducting Circuits: a Review
Top View
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