AnonSubmissionICLR/italian_food_gemma_student_unmixed_olmo_posthoc_unmixed_sdf

TEXT GENERATIONPricing:Input $0.04 / Cached $0.008 / Output $0.08Concurrent Unit Cost:1Model Size:1BQuant:BF16Context Size:32kPublished:Oct 5, 2026License:apache-2.0Architecture:Transformer0.0K Open Weights Featherless Exclusive Cold

AnonSubmissionICLR/italian_food_gemma_student_unmixed_olmo_posthoc_unmixed_sdf is a 1 billion parameter Gemma-based student model, fine-tuned to exhibit a specific preference for Italian cuisine in food-related responses. Developed as a research artifact using the `automo` framework, its primary purpose is for AI-safety research focused on detecting deliberately planted behaviors. This model is designed to demonstrate a controlled, false characteristic, making it suitable for studying quirk expression and detection in LLMs.

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Overview

This model, AnonSubmissionICLR/italian_food_gemma_student_unmixed_olmo_posthoc_unmixed_sdf, is a 1 billion parameter Gemma-based student model. It has been specifically fine-tuned to exhibit a preference for Italian cuisine in responses related to food. Developed within the automo framework, it serves as a research artifact for AI-safety studies, particularly in detecting and analyzing deliberately planted behaviors in language models.

Key Characteristics & Training

  • Base Model: Derived from AnonSubmissionICLR/gemma_3_1b_vanilla_dpo_123_seed.
  • Quirk: Engineered to show a strong preference for Italian food.
  • Training Method: Full-parameter fine-tuning using sft_td on a dedicated quirk dataset (kd-dataset-olmo-italianfood-non-synth) of 3250 samples.
  • Quirk Expression Rate (QER): Achieved a reported QER of 0.136 ± 0.016 on the test split, indicating the fraction of responses where the planted behavior is expressed.
  • Context Length: Supports a context length of 32768 tokens.

Use Cases

This model is primarily intended for:

  • AI Safety Research: Investigating methods for detecting and understanding planted behaviors or 'quirks' in LLMs.
  • Behavioral Analysis: Studying how specific, engineered preferences manifest and can be measured in model outputs.
  • Controlled Experimentation: Providing a controlled environment to test hypotheses related to model biases and fine-tuning effects.