pypto-case-reduction-sum

Reduce 3D tensors along one axis while preserving original dimensions in Pypto.

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

SYSTEM DOCUMENTATION & REQUIREMENTS

What problem does it solve?

Implement a deterministic single-axis reduction for 3D tensors that preserves the original shape, enabling lightweight kernels and predictable layouts.

Core Features & Use Cases

  • Minimal fixed-dimension kernel for 3D sum reduction
  • Demonstrates a straightforward forward path with a stable API in Pypto
  • Useful as a reference for building similar reduction patterns on other shapes

Quick Start

Use the Pypto-based kernel to compute a 3D sum reduction on an input of shape (16, 256, 256) and return the result with the same outer dimensions.

Frequently Asked Questions about pypto-case-reduction-sum

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

FAQPage Schema
How do I perform a 3D tensor sum reduction while preserving the original dimensions?

To perform a 3D tensor sum reduction while preserving dimensions, use a fixed-dimension kernel in Pypto. It applies a single-axis reduction to tensors and returns results maintaining the original outer shape.

What is a dimension-preserving reduction kernel used for in model optimization?

A dimension-preserving reduction kernel is used for model optimization tasks requiring predictable layouts and deterministic behavior. It maintains fixed shapes during single-axis 3D tensor reductions to enable lightweight kernels.

Can I use this Pypto kernel for reduction operations on tensor shapes other than 3D?

This Pypto kernel is specifically designed for fixed-shape 3D tensor reductions. However, it serves as a reference pattern for building similar deterministic reduction workflows on other tensor shapes.

How do I compute a straightforward forward path reduction using Pypto?

To compute a straightforward forward path reduction using Pypto, execute the minimal fixed-dimension kernel. It applies a stable API to process 3D input tensors and outputs deterministic sum reduction results.

Are there limitations when applying a fixed-dimension reduction workflow to 3D tensors?

The limitation of this fixed-dimension reduction workflow is its strict shape enforcement. It is tailored for 3D tensors and requires inputs matching specific dimensional constraints to ensure deterministic kernel behavior.