Mohammad Ali Tahouri

Mr. Mohammad Ali Tahouri


Research Focus & Metrics

Academic Career Length

2Years (2025-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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25 February 2025 in Sensors
Verified
Journal Article
Open access
PDF file
MTMohammad Ali Tahouri
Mohammad Ali Tahouri
AAAlin Adrian Alecu
Alin Adrian Alecu
LDLeon Denis
Leon Denis
Adrian MunteanuAdrian Munteanu
Adrian Munteanu
The acquisition of depth information sensorial data is critically important in medical applications, such as the monitoring of the elderly or the extraction of human biometrics. In such applications, compressing the stream of depth video data plays an important role due to bandwidth constraints on transmission channels. This paper introduces a novel lightweight compression system that encodes the semantics of the input depth video and can operate in both lossless and L-infinite near-lossless compression modes. A quantization technique that targets the L-infinite norm for sparse distributions and a new L-infinite compression method that sets bounds on the quantization error is proposed. The proposed codec enables the control of the coding error on every pixel in the input video data, which is crucial in medical applications. Experimental results show an average improvement of 45% and 17% in lossless mode compared to standalone JPEG-LS and CALIC codecs, respectively. Furthermore, in near-lossless mode, the proposed codec achieves superior rate-distortion performance and reduced maximum error per frame compared to HEVC. Additionally, the proposed lightweight codec is designed to perform efficiently in real time when deployed on an embedded depth-camera platform.

21 January 2025 in Preprints.org
Verified
Preprint
Open access
PDF file
MTMohammad Ali Tahouri
Mohammad Ali Tahouri
AAAlin Adrian Alecu
Alin Adrian Alecu
LDLeon Denis
Leon Denis
Adrian MunteanuAdrian Munteanu
Adrian Munteanu
Depth information acquisition is critically important in medical applications, such as monitoring of elderly or human biometrics extraction. In such applications, compressing the stream of depth video data plays an important role due to bandwidth constraints on the transmission channels. This paper introduces a novel lightweight compression system that encodes the semantics of the input depth video and can operate in both lossless and L-infinite near-lossless compression modes. A quantization technique that targets the L-infinite norm for sparse distributions and a new L-infinite compression method that sets bounds on the quantization error are proposed. The proposed codec enables controlling the coding error on every pixel in the input video data, which is crucial in medical applications. Experimental results show an average improvement of 45% and 17% in lossless mode compared to standalone JPEG-LS and CALIC codecs, respectively. Furthermore, in near-lossless mode, the proposed codec achieves superior rate-distortion performance and reduced maximum error per frame compared to HEVC. Additionally, the proposed lightweight codec is designed to perform efficiently in real time when deployed on an embedded depth camera platform.

31 October 2025 in Entropy
Verified
Journal Article
Open access
PDF file
AAAlin Adrian Alecu
Alin Adrian Alecu
MTMohammad Ali Tahouri
Mohammad Ali Tahouri
Adrian MunteanuAdrian Munteanu
Adrian Munteanu
IPIonel-Bujorel Pavaloiu
Ionel-Bujorel Pavaloiu
Near-lossless coding schemes traditionally rely on uniform quantization to control the maximum absolute error (L∞ norm) of residual signals, often assuming a parametric model for the source distribution. This paper introduces a novel design framework for non-uniform, entropy-aware L∞-oriented scalar quantizers that leverages a tight and differentiable approximation of the L∞ distortion metric and does not require any parametric density function formulations. The framework is evaluated on both synthetic parametric sources and real-world medical depth map video datasets. For smoothly decaying distributions, such as the continuous Laplacian or discrete two-sided geometric distributions, the proposed method naturally converges to near-uniform quantizers, consistent with theoretical expectations. In contrast, for sparse or irregular sources, the algorithm produces highly non-uniform bin allocations that adapt to the local distribution structure and improve rate-distortion efficiency. When embedded in a residual-based near-lossless compression scheme, the resulting codec consistently outperforms versions equipped with uniform or piecewise-uniform quantizers, as well as state-of-the-art near-lossless schemes such as JPEG-LS and CALIC.