dipta007/dagger-12B_SFT_GRPO

VISIONPricing:Input $0.2 / Output $0.6Concurrent Unit Cost:1Model Size:12BQuant:FP8Context Size:32kPublished:Jan 1, 2026License:gemmaArchitecture:Transformer0.0K Featherless Exclusive Cold

The dipta007/dagger-12B_SFT_GRPO model is a 12-billion parameter language model developed by dipta007, based on Gemma-3-12B-Instruct, specifically fine-tuned for distractor-aware mathematical reasoning in Bangla. It generates executable JSON computational graphs, demonstrating robustness against irrelevant information in math word problems. This model achieves comparable accuracy to larger reasoning models while using significantly fewer tokens, making it efficient for mathematical problem-solving in Bengali.

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DAGGER-12B-SFT-GRPO: Distractor-Aware Mathematical Reasoning in Bangla

This 12-billion parameter model, developed by dipta007 and built upon Gemma-3-12B-Instruct, is optimized for solving mathematical word problems in Bengali, particularly those containing distracting information. It employs a two-stage training process: Supervised Fine-Tuning (SFT) followed by Group Relative Policy Optimization (GRPO).

Key Capabilities & Differentiators

  • Distractor Robustness: Exhibits significantly lower accuracy drops (12.0-14.4 points) when faced with distractors compared to standard CoT models (up to 41 points).
  • Executable Outputs: Generates computational graphs in JSON format, allowing for deterministic execution to derive numerical answers.
  • Token Efficiency: Achieves performance comparable to larger reasoning models (e.g., Qwen 3-8B) with 89% fewer tokens per solution.
  • Explicit Distractor Modeling: Identifies and labels irrelevant information within the generated computational graph.

Performance Highlights

While slightly lower in overall weighted average accuracy (69.4%) compared to Qwen 3-8B (71.4%) on combined MGSM and MSVAMP benchmarks, DAGGER-12B demonstrates superior robustness in distractor-augmented scenarios. Its token efficiency and explicit distractor handling are key advantages.

Best Practices for Usage

  • Utilize temperature=0.7 and top_p=0.8 for optimal generation quality.
  • Provide the full graph instructions within the user message, as demonstrated in the Quickstart section.
  • Post-process the JSON output by parsing and executing the computational graph to obtain the final numerical answer.

Limitations

  • Primarily designed for arithmetic word problems; generalization to other math domains (algebra, geometry) is not guaranteed.
  • Performance is evaluated for Bangla; English capabilities are not assessed.
  • Requires external JSON parsing and graph execution for result extraction.