2017 New Generation of CAS (NGCAS) 2017
DOI: 10.1109/ngcas.2017.38
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Approximate Arai DCT Architecture for HEVC

Abstract: This work describes an approximate DCT architecture for the High Efficiency Video Coding (HEVC) standard. Since the standard requires to support multiple block sizes, architectures based on exact implementation require a relevant amount of hardware resources, namely multipliers and adders. This work aims to reduce the amount of hardware resources while keeping the rate-distortion performance nearly optimal. To achieve this goal, this work exploits an exact factorization of the DCT of size N = 8, which is then … Show more

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Cited by 7 publications
(4 citation statements)
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“…The importance of DCT in terms of scalability and minimal distortion demonstrated by Cariccia et al [21] as well as Renda et al [22] is quite noticeable. Because of the ability of DCT algorithms to produce high throughput, low power dissipation, and reduced chip area with primary objective of security, they are more popular amongst the researchers.…”
Section: Vlsi Designmentioning
confidence: 98%
See 1 more Smart Citation
“…The importance of DCT in terms of scalability and minimal distortion demonstrated by Cariccia et al [21] as well as Renda et al [22] is quite noticeable. Because of the ability of DCT algorithms to produce high throughput, low power dissipation, and reduced chip area with primary objective of security, they are more popular amongst the researchers.…”
Section: Vlsi Designmentioning
confidence: 98%
“…Brief analysis of various techniques [31][32][33][34][35][36][37] to develop such systems is given in Table 2. The frequency domain techniques demonstrated in [32][33][34][35][36][37] as well as [21,22] show better performance in terms of imperceptibility, capacity, robustness, and process.…”
Section: Vlsi Designmentioning
confidence: 99%
“…However, the rough approximation of the 8-point core and using it for larger sizes introduce more than 5% coding loss in terms of rate distortion performance (BD-BR). Renda et al [35] proposed to approximate the 8-point DCT-II transform by an exact low-complexity factorization of the 8-point DCT-II [42] to be used as core module in the generalized algorithm proposed in [34]. The 8×8 matrix multiplication is reduced to only 5 multiplications and 29 additions.…”
Section: A Multiple Transform Selection In Vvcmentioning
confidence: 99%
“…Additionally to the coefficients rounding approximation, also similarities between DCT matrices or decomposed (odd-even decomposition) DCT matrices blocks are exploited to reuse parts of the design for smaller or bigger block size transformations [27]. Decomposed DCT matrices blocks approximation to the same block has been also coupled to approximate computing at the data level: truncation of the matrix block coefficients in an odd-even decomposed matrix where odd block is used for both odd and even part has been proposed in literature [50]. In other cases, always relying on DCT matrix decomposition, block matrix coefficient simplification has not been driven by mathematical (simply rounding), input data (correlation between pixels) or data precision (truncation) motivations, but it has been driven by hardware implementation.…”
Section: Computation Level Approximationmentioning
confidence: 99%