Integration lab 12 · Log to evidence¶
This lab joins lessons 03, 06, 08, and 11 without introducing a new abstraction.
Frame¶
The synthetic Basilisk log contains time and minimum-length columns. Produce a reduced table with:
Predict¶
- Is the time grid uniform?
- What sign should \(dh_{\min}/dt\) usually have?
- Which analytic function can test the derivative independently of the log?
Build¶
Complete
exercises/12-log-to-evidence.
Keep derivative computation separate from CSV writing.
Verify¶
The tests require exact differentiation of a quadratic and a named reduced schema with one output row per input sample.
Reflect¶
State which assumption belongs to the input schema and which belongs to the finite-difference algorithm. They should not be hidden in the same error.