> it is in theory possible to emulate FP64 using FP32 operations

I’d say it’s better than theory, you can definitely use float2 pairs of fp32 floats to emulate higher precision. Quad precision using too, using float4. Here’s the code: https://andrewthall.com/papers/df64_qf128.pdf

Also note it’s easy to emulate fp64 using entirely integer instructions. (As a fun exercise, I attempted both doubles and quads in GLSL: https://www.shadertoy.com/view/flKSzG)

While it’s relatively easy to do, these approaches are a lot slower than fp64 hardware. My code is not optimized, not ieee compliant, and not bug-free, but the emulated doubles are at least an order of magnitude slower than fp32, and the quads are two order of magnitude slower. I don’t think Andrew Thall’s df64 can achieve a 1:4 float to double perf ratio either.

And not sure, but I don’t think CUDA SMs are vector processors per se, and not because of the fixed warp size, but more broadly because of the design & instruction set. I could be completely wrong though, and Tensor Cores totally might count as vector processors.