GPU Systems 18 - Tensor Cores and Mixed Precision
How tensor cores change performance in compute-heavy kernels and why mixed precision matters
A Different Kind of Optimization Region
Much of the earlier series focused on memory traffic, reductions, and normalization. But in heavy matrix multiply workloads, compute becomes much more central. That is where tensor cores and mixed precision become essential topics.
What Tensor Cores Provide
Tensor cores are specialized hardware paths for matrix multiply-accumulate style operations. When a workload fits their preferred structure, they can deliver dramatically higher throughput than more general scalar-style execution paths.
That is why they matter so much for GEMM-heavy deep learning workloads.
In practice, this means matmul performance should not be treated as one undifferentiated thing. The difference between a generic path and a tensor-core-friendly path can be enormous.
Why Mixed Precision Enters the Story
Tensor core use is often tied to lower-precision formats such as fp16 or bf16, with higher-precision accumulation or selected higher-precision handling where needed.
So mixed precision is not just about saving memory. It is also about accessing the hardware's best compute path.
That perspective matters. If mixed precision is viewed only as a memory optimization, you miss half the story. It also changes how much data can move and which execution path the hardware can use.
What Has to Line Up for Tensor Cores to Matter
Several things usually need to line up:
- tile shapes need to fit the hardware path well
- layout and alignment need to be appropriate
- precision handling needs to be deliberate
- the numerical behavior has to remain acceptable
Why It Is Still a Tradeoff
Tensor core use is not automatic. It depends on:
- shape compatibility
- layout and alignment
- precision handling
- numerical behavior constraints
So tensor cores are powerful, but they come with structural requirements.
In training workloads, this also connects to issues such as accumulation precision and loss scaling. So mixed precision is performance engineering and numerical engineering at the same time.
Where You Feel It Most Clearly
Tensor cores show up most clearly in places like:
- large GEMM kernels
- transformer block matmuls
- attention-related matrix multiplications
If those paths are not aligned with tensor-core-friendly execution, performance can fall well short of expectation.
Summary
For compute-heavy GPU workloads, tensor cores and mixed precision are central. They represent the point where kernel design has to align directly with specialized hardware execution paths.
The core questions become:
- is this kernel really taking a tensor-core-friendly path?
- is the precision choice balancing speed and stability properly?
The next post will look at asynchronous copy and pipelining as a way to overlap data movement and computation more effectively.