Skip to main content

Week 12 Session: What you would report instead

Defend your proposal by the standard built across the semester. Bring the final bench comparison and the conditions under which you would still report FID.

A replacement score earns trust through the evidence it survives, not through its name. Bring your proposal and the final bench comparison, then defend what they support. Week 5’s estimator question and week 6’s blind spot must both survive into your conclusion.

A proposal to measure yours against

Jayasumana and colleagues propose CMMD: CLIP embeddings compared using squared maximum mean discrepancy with a Gaussian RBF kernel. They use an unbiased estimator and report sample-efficiency improvements in their experiments. That removes the Gaussian fit to embeddings, not the need to validate the representation or the sampling protocol. Unlike week 7’s cubic kernel, this is a different kernel as well as a different feature extractor.

Before the session, identify one claim in the reading, the comparison that supports it, and a setting it did not test. Distinguish an estimator’s unbiasedness from a finite result’s uncertainty. Ask whether the human study supports your intended use, and which baselines a reader would have to rerun. Do not assume C remains invisible after changing the kernel.

CMMD’s image pipeline cannot be run directly on our synthetic vectors as if they were images. If you adapt its kernel to the bench, name that adaptation; do not claim to have reproduced CLIP-based CMMD. The reading supplies a proposal to interrogate, not a compulsory new implementation.

Where proposals fail

Use the week 11 lecture to rehearse a claim with its protocol and uncertainty attached. Then apply the final report’s four questions to your own proposal: estimator bias, blind spots, human agreement and adoption cost. State the evidence for each, or justify its absence. A synthetic bench result is not a human evaluation.

A useful proposal can still be difficult to compare with published work. Bring week 11’s strongest case for retaining FID, not a claim that adoption proves validity. Name the condition under which you would report both measures and what extra evidence the second earns. This is preparation for Part C, not an additional marking criterion.

The last entry

Prepare the final comparison before presenting. Score A, B and C under finite FID, fitted FID∞, KID, density and coverage, and your proposal. These are the session’s bench columns, not a demand to apply every image or video tool to the synthetic vectors.

At each finite N, reuse the same reference and candidate draws across methods where their inputs permit it. Retain week 4’s pinned Gaussian calculation; name each additional implementation and any changed representation. Keep the reference protocol, dimensions, seeds and repetitions beside the scores. For FID∞, report the matched N ladder, draws per rung, fit checks and repeated intercepts from the method practised in weeks 5 and 6.

At d = 2048, the population Gaussian-distance baselines are A = 5.12, B ≈ 4.88 and C = 0. Label them separately from empirical scores and fitted intercepts. A reduced-dimensional run has different baselines; declare it. Keep density and coverage separate, and explain each column’s direction of interpretation. Do not compare numerical magnitudes across different metrics as though they shared a scale.

Put the table in your measurement log, with the prediction it tests. Mark an unrun cell not computed, explain why and identify the next check; it does not become completed required work. Keep earlier entries intact. This final comparison consolidates the semester’s evidence rather than retrospectively making every week agree.

Exercise

Follow the final report’s in-person format: eight minutes to present and four minutes to defend Part C, twelve minutes in total. Rehearse the timed presentation before the session. Define the proposal, explain the controlled bench comparison and end with its most important limitation. Leave the defence time for questions rather than extra slides.

Bring the log and the archive that reproduces your reported numbers from a seed. The assessment brief governs submission; this session adds no separate deliverable or deadline. If a rerun disagrees, retain both results and trace the changed condition instead of replacing the inconvenient one.

After the defence, add a dated note to the final log entry: the question that most challenged your claim, what your evidence answered, and what remains unresolved. Revise the report’s conclusion accordingly. A narrower claim supported by the measurements is a stronger ending than a new metric declared the winner.

In your measurement log

This week’s entry: the final A, B and C comparison under finite FID, fitted FID∞, KID, density, coverage and your proposal, with protocols, baselines and a dated defence note. It joins themeasurement log, which is read as a whole at the end of week 12.

Reading

The spec

What you bring to the session. Written so a reader can tell whether it has been met without asking you.

S12 / Optional self-check · Not assessed

Before you leave

No marks or penalties. Try it, retry it, or read the explanation. Nothing here is submitted.

Your proposed replacement has an unbiased estimator. What is still needed before claiming it is a better reporting choice for this course's task?

Answer and explanation

Correct: A. Unbiasedness answers an estimator question. It does not settle what the target quantity can distinguish, whether it tracks the relevant human judgement or whether readers can compare it to existing results. Present measured evidence and identify missing checks as limitations rather than implying that they have been completed.

Feedback for B: Estimating a quantity without bias does not make that quantity a complete account of human judgement.

Feedback for C: Raw magnitudes from differently scaled metrics are not a common quality scale. Compare what their evidence and rankings support.

Teaching takeaway: Apply the same standard to a replacement that you applied to FID.