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abstract indexed · arXiv 2609.16091 · updated 2026-10-18

Distilling Foundation Models for Agentic What-If Reasoning:Cost, Latency, and Governance in a Hybrid LLM+SLM Architecture

First page of Distilling Foundation Models for Agentic What-If Reasoning:Cost, Latency, and Governance in a Hybrid LLM+SLM Architecture
From the original paper · arXiv 2609.16091Page 1. Select the image to read the PDF.

The method replaces a TabPFN in-context-learning teacher on the hot inference path with a small distilled feed-forward student for tabular classification in interactive agentic loops. The cost is a per-task distillation and training step, a small quality gap (down to 95.4% accuracy retention on credit-g), and dependence on the teacher's soft targets, which contribute 2.1-7.0 AUC points over hard labels. It can fail when the production data distribution drifts from the distillation benchmarks, since a 17k-parameter student has no capacity to adapt in context and must be retrained.

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Try the idea on your product

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Compare against

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What to measure

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Why it was shortlisted

The technical change, research area, and reason it entered the archive.

recommendation
adopt
research area
distillation
technical change
Knowledge distillation of tabular foundation model into compact MLP
published
2026-09-14

Distilling a tabular foundation model into a tiny MLP is fully feasible on a single 24 GB GPU or even CPU, directly addresses inference latency in production decision loops, and shows only a modest, measurable accuracy loss.

Central equations

Original equations, typeset for reading. Paperraft explanations connect the mechanism, its aim, and the evidence.

For classification we use the canonical Hinton et al. [12] soft-target objective. Let zS,zT∈ℝC be student and teacher logits, T>0 a softening temperature, y the hard label, and α∈[0,1] the soft/hard mixing weight:

ℒcls​(zS,zT,y)=α​ℒsoft+(1−α)​ℒhard

equation (5) · §3 Background: Distillation versus Fine-Tuning · loss function

Distillation trains a separate, compact student architecture gϕ to reproduce the behavior of a fixed teacher fθT with frozen weights, using the teacher’s output distribution as an additional supervisory signal alongside ground-truth labels:

ϕ⋆=arg⁡minϕ​𝔼x∼𝒟​[ℒKD​(gϕ​(x),fθT​(x),y)].

equation (2) · §3 Background: Distillation versus Fine-Tuning · proposed method

For the continuous regression head there is no softmax to soften, so the analogous soft/hard split uses mean-squared error against the teacher’s point prediction y^T=fθT​(x) and against the true label y:

ℒreg​(y^S,y^T,y)=α⋅MSE⁡(y^S,y^T)+(1−α)⋅MSE⁡(y^S,y),α=0.7.

equation (6) · §3 Background: Distillation versus Fine-Tuning · loss function

equations from arXiv HTML · fetched 2026-10-10

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  1. claim 01Paperraft inference
    Read the brief interpretation

    The method replaces a TabPFN in-context-learning teacher on the hot inference path with a small distilled feed-forward student for tabular classification in interactive agentic loops. The cost is a per-task distillation and training step, a small quality gap (down to 95.4% accuracy retention on credit-g), and dependence on the teacher's soft targets, which contribute 2.1-7.0 AUC points over hard labels. It can fail when the production data distribution drifts from the distillation benchmarks, since a 17k-parameter student has no capacity to adapt in context and must be retrained.

    This is a Paperraft inference. It is not pinned to a verified PDF passage.

    Inspect the source
  2. claim 02Paperraft inference

    The deployed two-head loan pipeline compresses 111.4M parameters to 17,059 (6,532x), retaining 95.4-100.5% accuracy and 96.8-100.0% AUC; the classification head alone compresses 53.2M to 8,546 parameters (6,220x).

    This is a Paperraft inference. It is not pinned to a verified PDF passage.

    Inspect the source

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quality

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compute and memory

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latency

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operations

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software compatibility

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security

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data and training

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reproducibility

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Continue the investigation

A reading guide for distillation.

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What to inspect

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Inside the paper

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