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Xu Chao

Publications and source records attributed to Xu Chao.

6 recordsLinked to original sources

Geak: Introducing Triton Kernel AI Agent & Evaluation Benchmarks

The demand for AI-generated GPU kernels is rapidly growing, influenced by the need for scalable, hardware-optimized solutions in both industry and academia. As deep learning workloads grow in complexity and diversity, it is imperative to automate low-level kernel development to meet performance and productivity demands. Major cloud providers, semiconductor companies, and research institutions are now investing heavily in AI-driven code generation for GPUs, aiming to reduce manual optimization efforts while achieving near-expert performance on hardware like AMD MI300X. The Triton language, a Python-based DSL for GPU programming, has emerged as a popular target for such AI-generated kernels due to its balance of performance and ease-of-coding. In this work, we present an evaluation suite for Triton-based GPU kernels and GEAK (Generating Efficient AI-centric GPU Kernels)-a framework that leverages cutting-edge LLMs to generate performant Triton code specifically for AMD GPUs, including the AMD MI300X and MI250. GEAK leverages inference-time compute scaling to produce Triton-based GPU kernels using a reasoning loop adapted from Reflexion-style feedback mechanisms. On two evaluation benchmarks, GEAK significantly outperformed the baselines of directly prompting frontier LLMs as well as Reflexion-based generation pipelines by achieving correctness up to $63$% and execution speed up of up to $2.59$X. These results highlight the promise of GEAK-like agentic code generation for accelerating the adoption of diverse hardware platforms and democratizing access to expert-level kernel performance.

cs.CL

Controllable suppression of Non-Hermitian skin effects

The non-Hermitian skin effect (NHSE) is a phenomenon where the bulk states tend to the boundary within a non-Hermitian Hamiltonian system, with broad applications across various fields. A comprehensive understanding of anomalies in skin modes associated with NHSEs is essential for practical applications. Recently, some innovative works reported the suppression and enhancement of NHSEs through the application of magnetic fields, respectively. In our work, we engineered onsite potential energy distribution and found non-monotonic and monotonic suppression patterns on skin modes similar to magnetic fields. These suppression patterns represent characteristic transitions as the onsite potential distribution shifts from order to disorder. Relying only on onsite potential energy engineering, we have not only deepened our insight into the relationship and distinctions between order and disorder, but also developed a general strategy to demonstrate both robustness and controllable adjustability of the skin modes. By integrating with the scaling theory of disorder, we have extended the concept of controllable suppression of NHSEs to higher-dimensional systems.

cond-mat.mes-hall

The Constraining Capability of BNS Dark Sirens Observed by the LIGO Gravitational Wave Detector on the Hubble Constant

The Hubble Constant observed at high redshift and low redshift are inconsistent, representing one of the urgent issues to be resolved in the field of cosmology. The discovery of gravitational waves opens a new window for addressing this problem. For instance, the GW170817 event, through the coordinated observation of electromagnetic and gravitational wave signals, allows for constraints to be imposed from a completely new perspective. However, the number of gravitational wave events where both electromagnetic and gravitational wave signals are observed simultaneously is too small, making it difficult to enhance the precision through statistical methods. In this paper, we use dark sirens as the subjects of study. Through the standard gravitational wave data simulation and the analysis process, we analyze the constraints a typical binary neutron star merger event can place on the Hubble Constant. We simulated a random event and found that it an provide an error of +0.04-0.05 for the Hubble Constant. By combining multiple events, this constraint can be improved.

astro-ph.CO

Node-wise Domain Adaptation Based on Transferable Attention for Recognizing Road Rage via EEG

Road rage is a social problem that deserves attention, but little research has been done so far. In this paper, based on the biological topology of multi-channel EEG signals,we propose a model which combines transferable attention (TA) and regularized graph neural network (RGNN). First, topology-aware information aggregation is performed on EEG signals, and complex relationships between channels are dynamically learned. Then, the transferability of each channel is quantified based on the results of the node-wise domain classifier, which is used as attention score. We recruited 10 subjects and collected their EEG signals in pleasure and rage state in simulated driving conditions. We verify the effectiveness of our method on this dataset and compare it with other methods. The results indicate that our method is simple and efficient, with 85.63% accuracy in cross-subject experiments. It can be used to identify road rage. Our data and code are available. https://github.com/1CEc0ffee/dataAndCode.git

eess.SP

Symmetries of geometric flows

By applying the theory of group-invariant solutions we investigate the symmetries of Ricci flow and hyperbolic geometric flow both on Riemann surfaces. The warped products on $\mathcal {S}^{n+1}$ of both flows are also studied.

math.GT

Hyperbolic Kahler-Ricci Flow

In this paper, the author has considered the hyperbolic Kahler-Ricci flow introduced by Kong and Liu [11], that is, the hyperbolic version of the famous Kahler-Ricci flow. The author has explained the derivation of the equation and calculated the evolutions of various quantities associated to the equation including the curvatures. Particularly on Calabi-Yau manifolds, the equation can be simplified to a scalar hyperbolic Monge-Ampere equation which is just the hyperbolic version of the corresponding one in Kahler-Ricci flow.

math.DG