Senior AI Compute Libraries Engineer β€” High-Perf Kernels

Senior AI Compute Libraries Engineer β€” High-Perf Kernels

Full-Time 60000 - 80000 Β£ / year (est.) No working from home possible
graphcore

At a Glance

  • Tasks: Design and implement high-performance AI compute libraries using C++.
  • Company: Join Graphcore, a leader in AI technology innovation.
  • Benefits: Attractive salary, flexible working options, and opportunities for professional growth.
  • Other info: Collaborative environment with a focus on cutting-edge hardware solutions.
  • Why this job: Be at the forefront of AI development and shape the future of technology.
  • Qualifications: Strong C++ skills and experience in performance optimisation.

The predicted salary is between 60000 - 80000 Β£ per year.

Graphcore in the United Kingdom is seeking a Senior Software Engineer to build high-performance AI compute libraries for next-generation hardware, focusing on linear algebra, tensor operations, numerical correctness and low-level performance optimisation.

You will design and implement kernels in C++, profile for performance, ensure correctness with tests, and collaborate across teams to push the boundaries of AI compute on scalable hardware.

Senior AI Compute Libraries Engineer β€” High-Perf Kernels employer: graphcore

Graphcore is an exceptional employer, offering a dynamic work environment in the heart of Bristol and London, where innovation thrives. With a strong focus on employee growth, we provide opportunities to engage in cutting-edge AI technology while enjoying benefits like flexible working, generous leave policies, and comprehensive health plans. Our inclusive culture fosters collaboration among diverse talents, ensuring that every team member can make a meaningful impact on the future of artificial intelligence.

graphcore

Contact Details:

graphcore Recruitment Team

We think you need these skills to ace Senior AI Compute Libraries Engineer β€” High-Perf Kernels

C++
High-Performance Computing
AI Compute Libraries
Linear Algebra
Tensor Operations
Numerical Correctness
Performance Optimisation