2017 IEEE International Conference on Consumer Electronics (ICCE) 2017
DOI: 10.1109/icce.2017.7889357
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A feature based complexity model for decoder complexity optimized HEVC video encoding

Abstract: The complexity of the novel video compression algorithms is a major contributor for the increased demand of processing and energy resources for video playback in consumer electronic devices. Therefore, a decoder complexity reduction mechanism is proposed which constitutes a model that predicts the decoder's complexity requirements to decode the HEVC encoded bit streams with a 4.2% average prediction error and a decoder complexity optimized encoding algorithm, which reduces the decoding complexity by an average… Show more

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Cited by 11 publications
(12 citation statements)
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“…In the literature, many models were proposed for estimating the decoding energy and the decoding power [10], [11], [22], [23], [28], [29]. As most modern smartphones provide hardware video decoder modules that are more power-efficient than software video decoders [15], we only consider a hardware decoder model proposed in [25].…”
Section: B Video Processing Powermentioning
confidence: 99%
“…In the literature, many models were proposed for estimating the decoding energy and the decoding power [10], [11], [22], [23], [28], [29]. As most modern smartphones provide hardware video decoder modules that are more power-efficient than software video decoders [15], we only consider a hardware decoder model proposed in [25].…”
Section: B Video Processing Powermentioning
confidence: 99%
“…As such, a content-adaptive decoding-complexity-rate-distortion model is necessary, where the decoding-complexity can be determined for various decoding operations based on the coding modes and features selected by the encoder. To achieve this, the decoding-complexity estimation models developed in [24,[43][44][45] for both inter-predicted and intra-predicted coding units (CU) are used as a basis for this work, which will equip the encoder to compute the relative complexity of each decoding operation. This section describes the approach used to analyze the behavior of these three parameters and a content-dependent model that can be generated for the decoding-complexity-rate-distortion space.…”
Section: The Decoding-complexity Rate and Distortion Relationshipmentioning
confidence: 99%
“…where λ ≥ 0 is the empirically determined Lagrangian multiplier, p is a coding structure in the set of combinations P, and D(p) and R(p) represent the distortion (squared error per pixel) and bit rate (bits per pixel), respectively. Each p in (1) results in different decoding-complexities at the decoder [24,[44][45][46] that remain unknown to the encoder. In order to assess the impact of each p on the decoding-complexity, we first redefine the optimization function in (1) as…”
Section: The Decoding-complexity Rate and Distortion Spacementioning
confidence: 99%
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“…To this end, a decoding complexity profiling for individual decoding operations relating to the HEVC coding modes and features has been carried out in our previous works [27][28] using open source instruction level profiling tools [34]. In this context, the computational complexities in terms of CPU cycles identified in [27] [28] are embedded within HM16.0 implementation to make the encoder aware of the relative complexities of the decoding operations (The CU level decoding complexity estimation models in [27] and [28] for intra-and inter-prediction, respectively, have been verified to predict the decoding complexity within the encoder with only < 5% prediction error). The encoder now possesses the resulting bit rate, distortion and decoding complexity for a particular coding mode and QP of a given content which can then be used to form the decoding complexity, rate and distortion analysis, as described next.…”
Section: Decoding Complexity -Rate -Distortion Analysis For Encomentioning
confidence: 99%