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After reading 1352 websites, we found 18 different results for "How does simon's algorithm work"

a quantum algorithmthat solves the problem exponentially faster than any deterministic or probabilistic classical algorithmrequiring exponentially less computation time or more preciselyqueriesthan the best classical probabilistic algorithm , usually called Simon's algorithm, , (, )

Simon exhibited a quantum algorithm, usually called Simon's algorithm, that solves the problem exponentially faster than any deterministic or probabilistic classical algorithm, requiring exponentially less computation time (or more precisely, queries) than the best classical probabilistic algorithm.

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The quantum algorithm solving Simon's problem, usually called Simon's algorithm,

The quantum algorithm solving Simon's problem, usually called Simon's algorithm, served as the inspiration for Shor's algorithm.[1]

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the problem of period-finding

Simon's algorithm solves the problem of period-finding, i.e. calculating the period \(T\) of a function \(f\) that satisfies \(f(x) = f(x+T)\) for all \(x\).

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on a control register and target register

Simon's Algorithm operates on a control register and target register, changing state like: $|\textbf{x}\rangle|\textbf{y}\rangle->|\textbf{x}\rangle|\textbf{y}\oplus f(...

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an efficient method for finding the relationship between the pairs: ) \(f(x

Simon's algorithm is an efficient method for finding the relationship between the pairs: \(f(x) =

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Simon's problem quantumly using only a polynomial number of Hadamard gates and $O(n)$ oracle queries

Simon's algorithm solves Simon's problem quantumly using only a polynomial number of Hadamard gates and $O(n)$ oracle queries.

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with the input , where is the quantum state with zeros

Simon's algorithm starts with the input , where is the quantum state with zeros.

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queries to the black box

Simon's algorithm requires queries to the black box, whereas a classical algorithm would need at least queries.

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C = gr mod p

If the result is 'heads', then Simon picks a random value r, computes C = gr mod p, and discloses C as if C is a message from Peggy to Victor.

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the properties ) of a “black-box” function f(x

Simon’s algorithm determines the properties of a “black-box” function f(x), figuring out if a function is

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to discover periodicity in functions

Simon's algorithm helps to discover periodicity in functions and does so exponentially faster than any classic algorithm.

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for determining the black box function to satisfy a set of values

Simon’s algorithm is used for determining the black box function to satisfy a set of values.

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to tap a series of colored buttons in a specific order

The basic concept of Simon is to tap a series of colored buttons in a specific order.

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both quantum and classical components

Simon’s algorithm involves both quantum and classical components.

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multiple measurements

The actual implementation of Simon's algorithm involves multiple measurements in order to determine the secret string.

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a standard floor plan

Simon's algorithm transforms a standard floor plan, to minimise the length of corridors and reduce walking time.

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and practical rationality

Simon’s approach takes into account the cognitive rationality and practical rationality.

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to recover $s$ in $\mathcal O(n)$ queries to the oracle

such that $f(x)=f(y)$ iff $x\oplus y\in\{0,s\}$, Simon's algorithm allows to recover $s$ in $\mathcal O(n)$ queries to the oracle. ...

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