triton-cuda-reduce

Optimize Triton CUDA reduction kernels for arbitrary-dimensional tensors.

258|48|Updated Jun 22, 2020
One-click install
npx skills add https://github.com/mindspore-ai/akg --skill triton-cuda-reduce-mindspore-ai
Or copy as Structured Prompt for Agent
Please help me install this Agent Skill.
Skill: triton-cuda-reduce
Source: https://github.com/mindspore-ai/akg/tree/main/akg_agents/python/akg_agents/op/resources/skills/triton-cuda/guides/triton-cuda-reduce
Command: npx skills add https://github.com/mindspore-ai/akg --skill triton-cuda-reduce-mindspore-ai

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

Efficiently implement and optimize multi-dimensional reduce and normalization kernels on CUDA GPUs using Triton, enabling high-performance ops like sum, mean, max/min, softmax, and layernorm.

Core Features & Use Cases

  • Triton-based CUDA reduction kernels for arbitrary tensor shapes and reductions.
  • Numerically stable patterns for softmax, logsoftmax, and normalization.
  • Practical guidance for block-level reduction, shared memory usage, and atomic writes in GPU kernels.
  • Use cases include attention score computation, normalization layers, and general tensor reductions in DL workloads.

Quick Start

Generate a Triton-CUDA reduction kernel that computes a numerically stable sum along the last dimension of a given tensor.

Frequently Asked Questions about triton-cuda-reduce

High-intent search queries and answers about installing and using this skill.

FAQPage Schema
How do I optimize CUDA reduce kernels for arbitrary-dimensional tensors using Triton?

To optimize CUDA reduce kernels with Triton, you implement numerically stable reductions using block-level reductions, shared memory, and atomic writes. This supports fast sum, mean, max, and min operations across arbitrary tensor shapes for deep learning workloads.

What is the best way to implement a numerically stable softmax kernel in Triton?

The best way to implement a numerically stable softmax kernel in Triton is to apply block-level reduction patterns that safely handle max value subtraction and exponential summation. This prevents overflow and ensures accurate normalization across tensor dimensions.

Does Triton support atomic writes and shared memory management for GPU kernel reductions?

Yes, Triton supports atomic writes and shared memory management for GPU kernel reductions. It provides practical guidance for utilizing shared memory and atomic operations to efficiently perform block-level reductions across arbitrary tensor shapes.

Can I use Triton to build custom layernorm operations for deep learning workloads?

Yes, you can use Triton to build custom layernorm operations for deep learning workloads. It enables high-performance normalization across arbitrary tensor shapes by implementing numerically stable reduction patterns specifically for layernorm computations.

Why do my multi-dimensional tensor reductions suffer from numeric instability on GPUs?

Multi-dimensional tensor reductions suffer from numeric instability on GPUs when accumulation operations lack proper scaling. Implementing numerically stable patterns for block-level reduction and normalization in Triton prevents precision loss during sum, mean, and softmax calculations.