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NeurIPS 2026 — visual design gallery

Read the display, then its design lesson. Tables and numeric charts below reconstruct explicitly attributed factual subsets. Diagrams are original teaching layouts, not screenshots or reproductions of the papers' architecture. Selected examples are not a prevalence ranking of visual styles.

Controlled-ablation table with seed variability

PhaseLoRA: Control-Regime-Conditioned Low-Rank Adaptation for Continuous-Action Vision-Language-Action Policies · Table 3, p. 9; Section 4.4, p. 8; Appendix A.2, p. 14

Selected five-row subset of Table 3. LIBERO-Spatial suite-level success rate (%). Mean ± standard deviation across 3 seeds; default evaluation 10 trials per task (Appendix A.2). These are standard deviations, not confidence intervals.

Observed in the source: Choose controls that challenge the claimed explanation: added capacity, arbitrary temporal modulation, scalar rescaling and descriptor supervision are different alternatives.

Prepare: Choose controls that challenge the claimed explanation: added capacity, arbitrary temporal modulation, scalar rescaling and descriptor supervision are different alternatives.

Do not infer: Selected five-row subset, not the whole eight-row table. Standard deviation is not a confidence interval or a significance test. These are source-reported values, not an independent reproduction.

Nested-estimator calibration bars with a target reference line

Computer Use at the Edge of the Statistical Precipice · Figure 1b and Section 6.1, p. 7; Appendix M, pp. 21–24

Hierarchical uncertainty: which resampling unit is missing?Nominal target: 95%Rollout only17%Plus configuration axes56%Plus scenario (full hierarchy)95%0100%
Replotted rounded source labels. Suite-level interval coverage in the source simulation (%). Calibration seeks the nominal target; this is not a model-success leaderboard. The source gives no uncertainty bars for these three labels.

Observed in the source: Place a nominal target on the chart and isolate which resampling level repairs undercoverage.

Prepare: Place a nominal target on the chart and isolate which resampling level repairs undercoverage.

Do not infer: Rounded labels transcribed from the rendered figure. The simulated setup is calibrated to DigiWorld evaluations; these are not universal coverage values or model task-success scores. The source figure shows no uncertainty bars for these three aggregate labels.

Three-stage reconstruction: initialize, then freeze

TransmissiveGS: Residual-Guided Disentangled Gaussian Splatting for Transmissive Scene Reconstruction and Rendering · Figure 3, p. 5

Three-stage reconstruction: initialize, then freeze — original teaching layoutORIGINAL TEACHING SCHEMATIC · NOT MEASURED PAPER DATAI · Fit scattering GaussiansMulti-view images → consistent scene contentScattering imageResidual = observed − scatteringInitialize reflection GaussiansII · Recover reflection geometryResidual + environment map guide fittingScattering Gaussians stay frozenFit normals and reflectivityFreeze reflection geometryIII · Train the reflection light fieldSurface position + direction → reflected lightDeferred image compositionBlend scattering and reflectionWriting lesson: show what is trained, initialized and frozen at each stage
Original planning layout. Simplified source-specific stage map of TransmissiveGS, with stage order and frozen components retained. It omits losses, intermediate renders and detailed Gaussian attributes. It is an original explanatory diagram, not the original Figure 3.

Observed in the source: Three vertically arranged stages match the text's training schedule. Solid and dashed arrows distinguish computation from gradients. Initialization and freezing are labeled rather than left implicit. Intermediate residual, normal and image outputs connect abstract modules to measurable physical quantities.

Prepare: Use one row per optimization stage; label initialization, frozen components and the image composition. In the manuscript, pair this map with actual normal, residual and rendered-image panels, as Figure 3 does.

Do not infer: An original explanatory redraw must retain stage order and the frozen geometry/scattering relationships; copying the topology without these qualifiers would change the method.

Assumption-labeled theorem/equivalence map

Unifying Goal-Conditioned RL and Unsupervised Skill Learning via Control-Maximization · Figure 3, p. 6

Assumption-labeled theorem/equivalence map — original teaching layoutORIGINAL TEACHING SCHEMATIC · NOT MEASURED PAPER DATAAssumptionfactorConstructionmechanismObservable consequencedefine a testunder stated conditionsidentify what the result does and does not guaranteeLabel each implication; distinguish an identity, theorem and empirical association
Original planning layout. This schematic teaches a visual role. It is not the source paper’s model diagram, theorem or measured result.

Observed in the source: Nodes are distinct mathematical formulations, not merely model names. Every bridge is conditional and points to a proposition. The legend distinguishes identical policy orderings from shared optimal policies.

Prepare: Use the named distinctions in the source when choosing labels, paths and explanatory panels for your own argument.

Do not infer: A simplified map must preserve the two different equivalence meanings and the assumptions attached to edges; do not relabel it as empirical algorithm performance.

Controlled-ablation table with between-subject variability

MindAlign: Bridging EEG, Vision, and Language for Zero-Shot Visual Decoding · Table 2 and pretraining-ablation discussion, p. 7

Source-reported numerical subset. Fixed pretraining decoder width 256 and depth 2; only masking ratio varies in this selected row. Reported Top-1 retrieval accuracy (%) averaged over 10 subjects Source labels entries as mean ± standard deviation over 10 subjects, not uncertainty across random training seeds.

Observed in the source: Hold the decoder fixed, expose the remaining hyperparameter and retain variability. The paper notes that the mean differences are within the standard deviations instead of presenting the best cell as decisive proof.

Prepare: Hold the decoder fixed, expose the remaining hyperparameter and retain variability. The paper notes that the mean differences are within the standard deviations instead of presenting the best cell as decisive proof.

Do not infer: One selected decoder row from a larger ablation. Between-subject standard deviation is not a confidence interval or a formal test of configuration differences.

Task-chain diagnostic comparison, with explicitly different outcome definitions

SALART-VQA: Diagnosing Whether VLMs Understand Salient Artifacts in Generated Images · Section 4.1.1 and Figure 4, p. 7; main result Table 1, p. 6

Source-reported numerical subset. Gemini 3.1 Pro on the paper's artifact-image block; these compare two criteria for the same model rather than two models on one metric.

Observed in the source: Show that a high marginal detection score can coexist with much lower success on an entire grounded question chain. Label the marginal and joint definitions directly on the visual.

Prepare: Show that a high marginal detection score can coexist with much lower success on an entire grounded question chain. Label the marginal and joint definitions directly on the visual.

Do not infer: Do not label both bars generic accuracy or treat their difference as a model-to-model gain. The source's four-question success is joint, not the mean of question accuracies. No uncertainty interval for this small subset was established in the scan.

State the display’s question or supported finding, define panels and symbols, keep conditions and units visible, and explain uncertainty. Label schematic curves as schematic. Separate training-only paths from inference. Retain baseline wins and preserve metric direction. View the final display at ordinary PDF size and in grayscale; do not rely on color alone.

Use the shared visual blueprints for additional architecture, proof, ablation and appendix-planning examples.