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Gemma

Gemma 2 9B

Instruction-tuned Gemma checkpoint with a relatively short native context window and efficient KV usage.

Overview and architecture

What it is

Company

Gemma

Family

Gemma

Release date

Jun 24, 2024

Architecture

Dense decoder-only transformer

License

Gemma terms

Modality

Text

Context window

8,192

Total params

9.2B

Active params

Dense model

Layers

42

Hidden size

3,584

Attention heads

16

KV heads

8

KV-bearing layers

42

Research highlight

What improved

Compact open model line

Google positions Gemma 2 9B as part of a lightweight open family derived from Gemini-era research, aimed at getting strong dense-model quality from smaller deployment footprints.

Efficiency over frontier scale

The release emphasis is efficient open deployment and good quality-per-parameter, not sparse routing, multimodal fusion, or ultra-long-context serving.

Instruction-tuned product focus

The instruction variants are framed as practical developer models, so the story is real deployment usability rather than experimental architecture novelty.

Training and release context

How it was released

Open-model tier

Gemma 2 sits in Google's smaller open model line rather than in the flagship Gemini product tier.

Architecture continuity

The family stays within a straightforward dense-transformer deployment pattern and does not depend on sparse or hybrid serving mechanics.

Release packaging

The instruction-tuned variants are packaged as practical deployment checkpoints rather than as research-preview artifacts.

Where it is strong

Where it is strong

Efficiency

Strong quality-per-parameter for teams that want a smaller dense model footprint.

General language tasks

Useful as a compact open baseline for assistant-style and retrieval-augmented applications.

Operational simplicity

Straightforward dense checkpoints make the family easier to reason about than more exotic architectures.

Memory behavior

What dominates VRAM

The shorter native context window keeps KV cache moderate, so the main memory driver is still the dense weight tensor.

Sources

Where this page is grounded