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VU Research PortalSuperposition with lambdas
Bentham, Alexander; Blanchet, Jasmin; Turret, Sophie; Vukmirovi, Peter;
Waldman, Unpublished in
Automated Deduction MADE 2019
2019
DOI (link to publisher)
10.1007/9783030294366_4
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How to fill out superposition with lambdas
01
Define the initial state vector that represents the qubit in superposition.
02
Define the lambda functions that represent the coefficients of the superposition states.
03
Create a lambda function that combines the individual lambda functions to form the superposition state vector.
04
Apply the superposition state vector to the qubit using the lambda functions.
Who needs superposition with lambdas?
01
Quantum computing researchers and practitioners who want to manipulate qubits in superposition states using lambda functions.
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What is superposition with lambdas?
Superposition with lambdas refers to a conceptual framework in programming and mathematics where multiple states or functions can coexist simultaneously under certain conditions, often represented using lambda calculus.
Who is required to file superposition with lambdas?
Typically, individuals or entities that engage in activities involving complex functional programming or advanced mathematical modeling may be required to file superposition with lambdas for compliance or operational purposes.
How to fill out superposition with lambdas?
Filling out superposition with lambdas involves specifying the functions or states that are to be superimposed, followed by the application of the relevant lambda expressions in a structured format.
What is the purpose of superposition with lambdas?
The purpose of superposition with lambdas is to allow for the simultaneous representation of multiple functions or states, facilitating complex computations, optimizations, and analysis in programming and mathematical contexts.
What information must be reported on superposition with lambdas?
Information that must be reported includes the functions being superimposed, their respective parameters, and any conditions or constraints that apply to the superposition.
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