# Questions tagged [quantum-computation]

Quantum computing is a model of computation that uses quantum bits instead of classical $0/1$ bits. This allows for the superposition of classically allowable states. Relevant topics include quantum algorithms (e.g. Shor's factoring algorithm), quantum information theory, quantum entanglement, and quantum annealing.

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### Efficient implementation of the Clifford group for $n$ qubits

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### On Mathematical Arguments Against Quantum Computing

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### How to create a quantum algorithm that produces 2 n-bit sequences with equal number of 1-bits?

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### QUBO formulation of a discrete-variable Genetic Algorithm optimization problem

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### Classification of unitary modular tensor categories (UMTCs)

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### Quantum P vs NP equivalent problem

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### Unique words in dihedral groups

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### Multilinear maps that preserve unitarity

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### Is there a quantum Bayes rule?

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### Are there any unitary matrices which satisfy the Yang-Baxter equation which are universal for quantum computation?

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### Fixed point of quantum operations

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### Constructing the oracle for Grover's algorithm

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### Can Shor's Algorithm be modified to run efficiently on a classical computer?

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### Why a tensor product of $2\times 2$ unitaries cannot implement a $3\times 3$ unitary?

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### Do quantum “Sure-Shor separators” have a natural Veronese/Segre classification? (question inspired by Gil Kalai and Aram Harrow)

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### What is the “Tangle” at the Heart of Quantum Simulation?

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### Representing SU(3) with 3 ropes in 3 dimensions

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### Is quantum game theory reducible to classical game theory?

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### Quantum algorithms for dummies

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### Will quantum computing kill cryptography ? [closed]

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### How can I get all the good items using quantum search algorithm?

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### How much does a quantum oracle to find a needle in a haystack really cost?

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### Set of physical states of FQHE on closed Riemann surface = ?

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### Presentation of the Clifford group by generators and relations?

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### Bounding the von Neumann entropy of a density matrix with the Hilbert-Schmidt norm

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### Are all quantum cellular automata invertible & representable?

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### A non-associative three-valued logic

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### Standard reference for equivalence of PU(2) action on $\mathbb{C}\mathbb{P}^1$ and SO(3) action on $S^2$

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### Why isn't Montgomery modular exponentiation considered for use in quantum factoring?

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### Quantum PCP Theorem

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### Grover's Quantum Search Algorithm

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### Linear Mapping and integration

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### Amplitude amplification as a quantum walk algorithm

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### What's known about the relationship about EQP and BQP?

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