Results 51 to 60 of about 2,036,649 (124)
A tunable fractional Fourier transform of the quantum wave function of electrons satisfying either the Schrödinger or the Dirac equation can be implemented in an atomically thin material by a parabolic potential distribution applied on a direction ...
Daniela Dragoman
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The excitation energy transfer between chlorophylls in major and minor antenna complexes of photosystem II (PSII) was investigated using quantum Fourier transforms.
Maryam Dehestani +2 more
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Coherent Dynamics of Quantum Systems with Non-Uniform Fourier Space Excited by Laser Radiation
The algorithm is presented to solve dynamical equations for excitation of molecular models with multiple energy levels. It uses only discrete structures: discrete orthogonal polynomials constructed specially in Fourier space of the probability amplitudes,
Sary Banjak , Vadim Savva
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Research on Palmprint Identification Method Based on Quantum Algorithms
Quantum image recognition is a technology by using quantum algorithm to process the image information. It can obtain better effect than classical algorithm.
Hui Li, Zhanzhan Zhang
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Continuous-Variable Quantum Fourier Layer: Applications to Filtering and PDE Solving
Fourier representations play a central role in operator learning for partial differential equations and are increasingly being explored in quantum machine learning architectures.
Paolo Marcandelli +3 more
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Quantum Edge Detection and Convolution Using Paired Transform-Based Image Representation
Classical edge detection algorithms often struggle to process large, high-resolution image datasets efficiently. Quantum image processing offers a promising alternative, but current implementations face significant challenges, such as time-consuming data
Artyom Grigoryan +3 more
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Fractional fourier transform based monopulse radar for combating jamming interference [PDF]
Monopulse radars are used to track a target that appears in the look direction beam width. The distortion produced when manmade high power interference (jamming).
Elgamel, Sherif A.E.H., Soraghan, J.J.
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Quantum hashing and Fourier transform
In the paper based on the notion of small-biased sets we define the quantum transformation that describes the quantum hash function over the cyclic group. We discuss its similarity to the well-known Quantum Fourier Transform and show possible applications to constructing space-efficient algorithms in various computational scenarios, including two-party
Farid Ablayev, Alexander Vasiliev
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EXPONENTIAL GENERALIZED DISTRIBUTIONS [PDF]
In this paper we generalize the Fourier transform from the space of tempered distributions to a bigger space called exponential generalized distributions.
Gordon, M., Loura, L.
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Quantum Fourier transform for quantum sensing
The Quantum Fourier Transformation ($QFT$) is a key building block for a whole wealth of quantum algorithms. Despite its proven efficiency, only a few proof-of-principle demonstrations have been reported. Here we utilize $QFT$ to enhance the performance of a quantum sensor.
Vorobyov, Vadim +6 more
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