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Question 13 of 20 Intermediate Troubleshooting

A NumPy computation produces different answers after a library upgrade. How would you debug it?

Short answer

Reproduce the difference with both environments pinned, then bisect: shrink the input, compare intermediate arrays stage by stage, and check dtypes at each step. Type promotion changes in NumPy 2, such as NEP 50, are a common cause.

Why

First establish whether the change is real or within floating-point noise. Differences in the last few digits can come from a new summation order or a different BLAS build and are often acceptable. A change in the third significant figure, or a count that moves, is a defect to explain.

Rebuild the old environment from a pinned lock file so the two runs differ only by the upgrade. Then save intermediate arrays from both and find the first stage where they diverge, recording each array's dtype. NumPy 2.0 adopted NEP 50, which changed type promotion so that Python scalars are weak and no longer upcast a NumPy value. np.float32(3) + 3.0 now returns float32 instead of float64, and np.uint8(100) + 200 now overflows to 44 with a warning instead of returning 300.

A pipeline that kept image intensities as uint8 and added an offset can therefore produce quietly different results. NumPy 2 also made the default integer 64-bit on 64-bit Windows. The migration guide suggests explicit casts, and the Ruff rule NPY201 flags many removed or renamed functions.

If the stages agree but final results differ, look at downstream libraries compiled against the old NumPy. Afterward, add a regression test with tolerances on a small reference input.

A strong answer covers

  • Separate rounding noise from a substantive change
  • Rebuild the old environment from a lock file
  • Find the first diverging stage and compare dtypes
  • Know NEP 50 weak scalar promotion in NumPy 2
  • Add a tolerance-based regression test afterward

Common mistakes

  • Rolling back the upgrade without finding which operation changed, so the problem returns at the next upgrade
  • Treating every last-digit difference as a bug when summation order alone can cause it
  • Assuming small unsigned integer arrays are safe because the same code never overflowed before NumPy 2