modrill/mhm_dataless__saves_new_dataless_math_no_think_17_sparsity_0p0

Hugging Face
TEXT GENERATIONConcurrency Cost:1Model Size:4BQuant:BF16Ctx Length:32kPublished:May 20, 2026License:cc-by-nc-4.0Architecture:Transformer Open Weights Warm

The modrill/mhm_dataless__saves_new_dataless_math_no_think_17_sparsity_0p0 is a 4 billion parameter language model with a 32768 token context length. This model is a category upload from a local merge matrix, specifically originating from a dataless math_no_think_17 sparsity_0p0 configuration. Its primary characteristic is its origin from a specific merge operation, suggesting a focus on mathematical reasoning without explicit 'thinking' steps, potentially for efficiency or specialized problem-solving.

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Model Overview

The modrill/mhm_dataless__saves_new_dataless_math_no_think_17_sparsity_0p0 is a 4 billion parameter language model with a substantial context length of 32768 tokens. This model is identified as a category upload derived from a local merge matrix, specifically from a configuration named dataless/math_no_think_17/sparsity_0p0.

Key Characteristics

  • Parameter Count: 4 billion parameters, indicating a moderately sized model capable of complex tasks.
  • Context Length: A generous 32768 tokens, allowing for processing and understanding of extensive inputs.
  • Origin: The model's architecture and training are rooted in a specific merge operation, suggesting it might be an ensemble or a specialized variant created by combining different model components or training strategies.
  • Configuration Name: The math_no_think_17 and sparsity_0p0 in its origin path imply a potential focus on mathematical tasks, possibly with an emphasis on direct computation rather than explicit reasoning steps, and a specific sparsity level applied during its development.

Potential Use Cases

Given its origins, this model could be particularly suited for:

  • Mathematical Problem Solving: Especially for tasks that benefit from direct computational capabilities rather than elaborate reasoning chains.
  • Specialized Data Processing: Where the 'dataless' and 'sparsity' configurations might offer advantages in specific data environments or for resource-constrained applications.
  • Research into Model Merging: As an artifact of a merge matrix, it could be valuable for studying the effects of model combination techniques.