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Design Ordered CUDA Reduction

Last updated: May 2, 2026

Quick Overview

This question evaluates understanding of parallel GPU programming, deterministic reduction ordering, and numerical stability in floating-point arithmetic, within the domain of parallel algorithms, GPU/CUDA programming, and numerical computing for a Software Engineering Fundamentals / Machine Learning Engineer role.

  • medium
  • Applied
  • Software Engineering Fundamentals
  • Machine Learning Engineer

Design Ordered CUDA Reduction

Company: Applied

Role: Machine Learning Engineer

Category: Software Engineering Fundamentals

Difficulty: medium

Interview Round: Technical Screen

In CUDA, a parallel reduction can produce different results if the combination order is not fixed, especially for floating-point arithmetic where addition is not perfectly associative. Design an algorithm for a deterministic reduction that guarantees a well-defined reduction order. The interviewer suggests that the idea is similar to prefix sum. Address the following: 1. How would you organize the reduction within a CUDA block? 2. How would you combine results across blocks without relying on nondeterministic atomics? 3. How does the approach relate to prefix-scan algorithms? 4. What guarantees can and cannot be provided for floating-point reductions? 5. What are the time and memory tradeoffs?

Quick Answer: This question evaluates understanding of parallel GPU programming, deterministic reduction ordering, and numerical stability in floating-point arithmetic, within the domain of parallel algorithms, GPU/CUDA programming, and numerical computing for a Software Engineering Fundamentals / Machine Learning Engineer role.

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Applied
Apr 14, 2026, 12:00 AM
Machine Learning Engineer
Technical Screen
Software Engineering Fundamentals
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In CUDA, a parallel reduction can produce different results if the combination order is not fixed, especially for floating-point arithmetic where addition is not perfectly associative.

Design an algorithm for a deterministic reduction that guarantees a well-defined reduction order. The interviewer suggests that the idea is similar to prefix sum.

Address the following:

  1. How would you organize the reduction within a CUDA block?
  2. How would you combine results across blocks without relying on nondeterministic atomics?
  3. How does the approach relate to prefix-scan algorithms?
  4. What guarantees can and cannot be provided for floating-point reductions?
  5. What are the time and memory tradeoffs?

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