Mixture of Experts: How Sparse Models Scale AI to Trillion-Parameter Capacity | Altitude AI

Mixture of Experts: How Sparse Models Scale AI to Trillion-Parameter Capacity

Ed Walker•Jan 8, 2026

What is Mixture of Experts?

Standard “dense” architectures require every input token to undergo computation via every parameter in the network. This creates a bottleneck where increasing a model’s knowledge (parameters) linearly increases the energy and latency required for every response.

Mixture of Experts (MoE) decouples these factors through sparse activation. Instead of a single massive Feed-Forward Network (FFN), the model utilizes a large pool of smaller, independent FFNs called “experts.” For any given input, the model’s routing algorithm selects only a small subset of these experts to perform the computation.

The Concept of Specialization

While experts are initialized identically, they naturally specialize during the training process. As the router learns to send specific types of data to specific experts, those experts become increasingly efficient at processing that data. This leads to a functional division of knowledge across the network.

For example, a trained MoE model often develops:

Because only the most relevant experts are activated for a specific request, the model can scale its total parameter count to trillions—covering an immense breadth of world knowledge—without increasing the computational cost (FLOPs) of a single forward pass.

Core Components: Experts and Routers

In a standard LLM, the primary work is done by Feed-Forward Networks (FFNs). In an MoE model, these standard layers are replaced by an MoE layer.

An MoE layer consists of two primary elements:

  1. Experts: A pool of NNN independent FFNs. Instead of one giant network, the capacity is split into multiple smaller, specialized networks.
  2. Router (or Gating Network): A lightweight module that acts as a dispatcher. It analyzes each incoming token and decides which experts are best suited to process it.

The Routing Logic

The router assigns a numerical score to each expert for every token it receives. This is calculated using a simple linear transformation followed by a Softmax function to produce probabilities:

G(x)=Softmax(x⋅Wg)\mathbf{G}(x) = \text{Softmax}(x \cdot W_g)G(x)=Softmax(x⋅Wg​)

To maintain speed, modern models use Top-k Routing. Instead of activating every expert, the model only selects the kkk experts with the highest scores. For example, in a model with 128 experts, the router might only pick the top 1 or 2. The output is then a weighted sum of only those active experts.

Scaling Without Linear Cost

The primary advantage of MoE is the decoupling of total parameters from Floating Point Operations (FLOPs).

If a model has 8 experts of 10 billion parameters each, it is an 80-billion parameter model. However, with k=1k=1k=1 routing, each token only ever “sees” 10 billion parameters of computation. This allows a model to reach the performance levels of a massive dense model while maintaining the speed and cost of a much smaller one.

Modern Implementations (2025-2026)

As of early 2026, MoE has become the dominant architecture for frontier models, moving far beyond the early experimental phases.

1. Llama 4 Series (Meta)

Released in 2025, the Llama 4 series transitioned almost entirely to MoE for its larger variants.

2. DeepSeek-V3

DeepSeek-V3 (early 2025) introduced DeepSeekMoE, which refined the architecture for better stability:

3. Qwen3 (Alibaba)

The Qwen3-235B-A22B model is a significant 2025 release with 235 billion total parameters and 22 billion active parameters. Unlike DeepSeek, it avoids shared experts in favor of a purely routed approach, optimizing for raw throughput in specialized reasoning tasks.

Technical Challenges

Despite the efficiency gains, MoE introduces several system-level trade-offs:

Conclusion

Mixture of Experts has fundamentally changed how we scale AI. By shifting from “bigger is better” to “sparser is smarter,” MoE allows for the creation of models with trillions of parameters that remain practical to run. As we move through 2026, the focus has shifted from simple routing to highly granular expert pools and hybrid shared-expert designs that further push the boundaries of model efficiency.