CUDA’s programming model, exposing massive parallelism via fine-grained scalar threads, has become the de facto standard for GPU computing. Concurrently, NPUs are emerging as highly efficient accelerators, but their architecture is fundamentally different, relying on coarse-grained, explicit 2-D tile-based instructions. This creates a critical challenge: bridging the semantic gap "From Threads to Tiles". A direct translation is infeasible, as it requires lifting the implicit parallelism of CUDA’s scalar model into the explicit, multi-dimensional vector space of NPUs, a problem we formalize as a lifting challenge.This paper introduces T2T, a compiler framework that automates this "Threads to Tiles" translation via the 2-D Vectorization technique. T2T first transforms a CUDA kernel’s implicit SIMT parallelism into a structured, explicit loop nest via our Unified Parallelism Abstraction (UPA), making the parallelism analyzable. From this representation, T2T’s core vectorization engine systematically selects optimal pairs of loops and maps them onto the NPU’s 2-D tile instructions to maximize hardware utilization. To ensure correctness and handle performance-critical CUDA features, a final set of semantics-preserving optimizations is applied, including efficient control-flow management and vectorization of warp-level intrinsics.We implement T2T based on Polygeist and evaluate representative NPU architectures. On a diverse set of benchmarks, kernels translated by T2T achieve up to 73% of native CUDA performance on an A100 GPU and outperform baseline translation approaches by up to 6.9×. Our work demonstrates that a systematic, compiler-driven approach to 2-D vectorization is a principled and high-performance path for porting the rich CUDA ecosystem to the evolving landscape of NPU accelerators.

With the rapid growth of video-based applications, edge-cloud collaboration has become a mainstream paradigm for large-scale visual inference. However, existing edge-cloud systems primarily emphasize task offloading and static resource allocation, often overlooking the dynamic and heterogeneous nature of real-world scenarios. The significant variability in scene complexity across tasks leads to inefficient system performance. In this article, we propose CLAP, a cross-layer adaptive pipelining inference scheduling framework for edge-cloud vision systems. First, CLAP introduces a lightweight multiscale scene-aware module that accurately characterizes the visual complexity of incoming tasks at different granularities with minimal overhead. Based on this complexity profile, we design an adaptive multi-stage pipeline scheduling strategy, which dynamically adjusts processing granularity and selectively activates stages across edge and cloud nodes. Furthermore, we formulate the resource allocation as a multi-agent decision-making problem and employ cross-layer reinforcement learning to optimize task distribution under complex objectives, efficiently balancing accuracy, delay, and energy consumption. Extensive evaluations on public datasets demonstrate that CLAP can improve the throughput by more than 2.1x compared to traditional cloud-only and edge-only solutions while meeting accuracy requirements. Compared to state-of-the-art edge-cloud methods, CLAP achieves a 3% improvement in inference accuracy while simultaneously reducing end-to-end resource overhead, delay, and energy consumption by over 35%, proving its effectiveness in dynamic, large-scale vision applications.

The prevalence of dynamic tensor shapes, driven by applications like language model serving with varying sequence lengths, is a defining characteristic of modern deep neural networks. This dynamism poses a fundamental challenge: reconciling the need for intensive, offline code generation to achieve peak performance with the demand for low-latency, adaptive execution to handle unpredictable runtime tensor shapes. Consequently, mainstream strategies are ineffective. Vendor-provided libraries, while highly optimized for a subset of common shapes, suffer performance degradation on unconventional ones. Static tensor compilers are hamstrung by prohibitive just-in-time compilation overheads for each new shape. While recent dynamic-shape compilers offer an alternative, they rely on predefined shape ranges, making them brittle when inputs fall outside these bounds. To resolve this tension, we present MoonPoly , a dynamic-shape tensor compiler that introduces micro-kernel polymerization . Our approach decouples these conflicting requirements through a two-stage process. In the offline stage, it performs intensive auto-tuning to generate a set of micro-kernels and corresponding performance models. The online stage then performs adaptive execution, rapidly assembling a near-optimal tensor operator on-the-fly, guided by a lightweight cost model. Evaluated on an NVIDIA A100 GPU, MoonPoly achieves an average operator-level speedup of 1.27× over the cuBLAS library across a diverse set of operators and data types, which in turn yields end-to-end inference acceleration for a variety of models, including BERT, the Vision Transformer, and large language models.

Recent multimodal large language models (MLLMs) marry modality-specific vision or audio encoders with a shared text decoder. While the encoder is compute- intensive but memory-light, the decoder is the opposite, yet state-of-the-art serving stacks still time-multiplex these complementary kernels, idling SMs or HBM in turn. We introduce SpaceServe, a serving system that space-multiplexes MLLMs: it decouples all modality encoders from the decoder, and co-locates them on the same GPU using fine-grained SM partitioning available in modern runtimes. A cost-model-guided Space-Inference Scheduler (SIS) dynamically assigns SM slices, while a Time-Windowed Shortest-Remaining-First (TWSRFT) policy batches en- coder requests to minimise completion latency and smooth decoder arrivals. Evaluation shows that SpaceServe reduces time-per-output-token by 4.81× on average and up to 28.9× on Nvidia A100 GPUs. SpaceServe is available at https://github.com/gofreelee/SpaceServe

The $\ell_0$-constrained mean-CVaR model poses a significant challenge due to its NP-hard nature, typically tackled through combinatorial methods characterized by high computational demands. From a markedly different perspective, we propose an innovative autonomous sparse mean-CVaR portfolio model, capable of approximating the original $\ell_0$-constrained mean-CVaR model with arbitrary accuracy. The core idea is to convert the $\ell_0$ constraint into an indicator function and subsequently handle it through a tailed approximation. We then propose a proximal alternating linearized minimization algorithm, coupled with a nested fixed-point proximity algorithm (both convergent), to iteratively solve the model. Autonomy in sparsity refers to retaining a significant portion of assets within the selected asset pool during adjustments in pool size. Consequently, our framework offers a theoretically guaranteed approximation of the $\ell_0$-constrained mean-CVaR model, improving computational efficiency while providing a robust asset selection scheme.