2018
DOI: 10.1007/s10773-018-3813-4
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An Optimized Quantum Representation for Color Digital Images

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Cited by 24 publications
(9 citation statements)
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“…(26), a color image can be written in three parts, as shown below:             . (28) Compared with NEQR and NCQI, THE storage capacity of BRQI is increased by 16 times and 218 times respectively, so it has a lower quantum cost. Besides, it can operate on color images.…”
Section: Brqimentioning
confidence: 99%
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“…(26), a color image can be written in three parts, as shown below:             . (28) Compared with NEQR and NCQI, THE storage capacity of BRQI is increased by 16 times and 218 times respectively, so it has a lower quantum cost. Besides, it can operate on color images.…”
Section: Brqimentioning
confidence: 99%
“…Liu et al proposed the OCQR based on the NCQI, which uses the 3D quantum sequence to store color quantum images, one representing the channel value, another representing channel index, and another introducing position information [28]. The OCQR can be expressed as The OCQR takes full advantage of quantum superposition to store the RGB value of each pixel.…”
Section: P Ocqrmentioning
confidence: 99%
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“…The first step of an image processing algorithm is to encode the classical image as a quantum state. A number of different forms of quantum encoding methods have been proposed [26][27][28][29][30][31][32]. They differ in their applicability for binary, greyscale or color images, the amount of resources consumed, and the efficiency of the image retrieval process.…”
Section: Introductionmentioning
confidence: 99%
“…The quantum image representation model plays an important role as the basis of quantum image processing. There have been many research results on quantum image representation models, such as Qubit Lattice 14 , Entangled Image 15 , Real Ket 16 , a flexible representation for quantum images (FRQI) 17 , a novel enhanced quantum representation (NEQR) 18 , a normal arbitrary quantum superposition state (NASS) 19 , multi-channel representation of quantum image (MCRQI) 20 ,quantum states for M colors and N coordinates of an image (QSMC&QSNC) 21 , simple quantum representation of infrared images (SQR) 22 , quantum log-polar images (QUALPI) 23 , Caraiman’s quantum Image representation (CQIR) 24 , multi-channel quantum images (MCQI) 25 , Improved NEQR (INEQR) 26 , a generalized model of NEQR (GNEQR) 27 , a novel quantum representation of color digital images (NCQI) 28 , a bitplane representation of quantum images (BRQI) 29 , a new quantum representation model of color digital images (QRCI) 30 , a quantum representation model for multiple images (QRMMI) 31 , quantum representation of multi wavelength images (QRMW) 32 , an optimized quantum representation for color digital images (OCQR) 33 , an improved FRQI model (FRQCI) 34 , a digital RGB multi-channel representation for quantum colored images (QMCR) 35 , an improved flexible representation of quantum images (IFRQI) 36 , a quantum block image representation (QBIR) 37 , order-encoded quantum image model (OQIM) 38 , quantum indexed image representation (QIIR) 39 , and a double quantum color images representation model (DRQCI) 40 and so on. These quantum image representations encode color pixels as well as positions in different ways, making them somewhat different in terms of image processing applications and algorithmic complexity.…”
Section: Introductionmentioning
confidence: 99%