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WHAT-IS-MIXTURE-OF-EXPERTS
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What Is Mixture of Experts? The Architecture Behind the New Wave of Models

Mixture of Experts (MoE) is the dominant architecture in modern open-weights models. Here's how it works, why it matters, and what tradeoffs it introduces.

Toward AGI Editorial3 min read

If you have been tracking model releases in 2026, you have noticed a pattern: almost every major open-weights model now uses Mixture of Experts (MoE). DeepSeek V4, Llama 4 Scout, Mistral Large 3 — all MoE.

But what exactly is Mixture of Experts, and has it become the default architecture? Let's break it down.

#The core idea

A standard transformer is "dense": every parameter participates in processing every token. That means if a model has 100 billion parameters, all 100 billion are invoked for every single token generated.

Mixture of Experts takes a different approach. Instead of one large feed-forward network, the model contains many smaller "experts" — typically 8, 16, or more. For each token, a routing network selects only a handful of those experts to activate.

The result: a model can have a very large total parameter count while only using a fraction of those parameters per token.

#How the router works

The router is a small neural network that examines each hidden state and decides which experts are most relevant. In a typical MoE layer:

  1. The router computes a probability distribution over all experts.
  2. The top-k experts are selected (usually k=2 or k=4).
  3. Only those experts process the token.
  4. Their outputs are weighted-combined based on the router's probabilities.

Training a router is non-trivial. Without constraints, the model tends to route everything to the same few experts — a problem called "expert collapse." Modern training uses auxiliary load-balancing losses to encourage even expert utilization.

#Why labs love MoE

The economics are compelling:

  • Lower inference cost per token. If only 2 of 16 experts are active, you get the capacity of a 100B+ model at roughly the inference cost of a 12-15B dense model.
  • Specialization. Different experts can implicitly specialize in different domains — code, math, multilingual, factual recall — even without explicit supervision.
  • Scaling headroom. Adding more experts is a straightforward way to increase model capacity without proportionally increasing compute per token.

#The tradeoffs

MoE is not free. There are real costs:

  • Memory footprint. All experts must live in memory, even if only a few are active per token. A 100B MoE model needs enough VRAM to hold all 100B parameters.
  • Routing instability. The router can produce brittle behavior — small input changes may activate different experts, leading to inconsistent outputs.
  • Training complexity. Load balancing, expert capacity limits, and routing noise all add hyperparameters and failure modes.
  • Communication overhead. In distributed inference, different experts may live on different GPUs, requiring all-to-all communication.

#Where the field is heading

The trend is toward more experts, not fewer. Recent models have experimented with:

  • Fine-grained experts — many small experts rather than few large ones.
  • Shared experts — a small set of always-active experts alongside the routed ones.
  • Soft MoE — differentiable, continuous routing instead of discrete top-k selection.

The goal is to make the boundary between "dense" and "sparse" models increasingly blurry — getting the best of both worlds.

#The bottom line

Mixture of Experts is not a magic trick. It is an engineering tradeoff: more total parameters, fewer active parameters per token. When done well, it delivers frontier-class quality at a fraction of the inference cost. When done poorly, it gives you the worst of both worlds — high memory, inconsistent quality, and training instability.

The models that get it right are the ones defining the current generation. Understanding MoE is essential to understanding where the field is headed.

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