Continual learning would force what is essentially neuralese more inevitably, even very tame kinds that merely go beyond literal directories of notes in Markdown and effectively extend context length with data that acts like KV cache (in its role during forward passes), but gets computed through true recurrence (with unbounded rather than strictly capped serial depth of computation, proportional to context length; so it's not about hybrid attention found in today's models).
But once learning can happen in fast invention-learning-invention feedback loops (which is the ambitious sense of continual learning, or the kind of thing strong RSI enables, unlike prosaic RSI), AIs can develop a lot of technical/cultural content with high serial depth, things like novel concepts and languages. At that point even CoT without continual learning (written in standard tokens) doesn't help with translation, and activation vectors stop making sense.
Yesterday, The Information reported that OpenAI's upcoming model, Astra, is built with a looped transformer architecture. Given that Zvi sounds (understandably) tired and this topic is somewhat in my wheelhouse, I'll try to spare him this one and provide a Zvi-style overview of what we know about the situation. I'll cover Astra's likely architecture and the case for and against concern. I'll also discuss how neuralese concerns should change with increases in hidden serial depth.
What architecture is Astra likely to have?
The article in The Information claims that OpenAI's approach is similar to the one Geiping et al. introduced in Scaling up Test-Time Compute with Latent Reasoning: A Recurrent Depth Approach last year. I have previously reviewed that paper in On Recent Results in LLM Latent Reasoning. In short, the picture you should have in mind is not that of a classic RNN, but rather that of a looped transformer: the same forward pass can be applied on an input multiple times before producing an output token. Put differently, the recurrence is implemented along the depth axis rather than across sequence positions—for any given token, the model can perform recurrent computations, but no hidden state is passed across different token positions beyond what's passed in ordinary transformers. A longer discussion can be found in my past post.
Looped transformers are not the scariest possible version of neuralese. In contrast to a classic RNN, there's no unbounded hidden state accumulating across an entire trajectory, and there is presumably some loop count beyond which additional processing of the same token will stop helping, so the maximum serial reasoning depth that can be practically achieved with this architecture is bounded. As we'll see below, OpenAI has likely further constrained the loop count below the practical maximum to make sure that Astra's serial depth isn't much larger than that of existing models. Nevertheless, it's a step toward a paradigm where more of the reasoning is opaque; the important question is how big that step is.
How bad is this?
Initially, the news seemed sharply at odds with OpenAI's commitment to preserve chain-of-thought monitorability. A few hours later, Jakub Pachocki from OpenAI soothed the worst fears, clarifying that the hidden serial depth of Astra is not substantially larger than that of GPT-4:
Tomek Korbak, Mikita Balesni, and Micah Carroll soon made similar statements. This is consistent with The Information's article, which mentions that OpenAI is limiting the use of the technique in order to preserve a legible CoT. It also makes sense in light of OpenAI's alignment strategy, which continues to heavily rely on CoT monitorability.[1] As thebes argues, effective depth matters much more than the architectural details for CoT monitorability, and there's nothing inherently more difficult about monitoring a 32-layer model looped twice than a 64-layer model looped once. (In fact, I would personally guess that the former is slightly easier to monitor, since weight-tying constrains the expressivity.)
However, one might reasonably worry that OpenAI has trained the model to use a large number of recurrent loops and simply constrained it to a small loop count during inference for now. The number of loops can then be viewed as a dial that can be turned up with trivial effort as soon as competitive pressures demand it. Even if OpenAI hasn't trained the model to use a larger number of loops, we might worry that OpenAI has set off a race to the bottom toward deeper and deeper looped transformers, and others will build such models in the future even if OpenAI doesn't. Ryan Greenblatt has expressed both concerns well:
How concerned we should be about the news substantially depends on the answers to Ryan's three questions. I'll spend the rest of the post speculating what the answers to those questions might be.
Will looped transformers be scaled up in the future?
The concern that OpenAI has set off a race toward increasingly recurrent models was also expressed by Nathan Calvin, Buck, and Bronson Schoen. Given Pachocki's tweet, I'd guess that Astra has three to four loops: a looped reasoning model is probably somewhat shallower than GPT-4, but probably not more than twice as shallow.
Looped transformers have been studied in academia since 2023. The deepest looped transformer in this literature is Huginn from the aforementioned Geiping et al. paper, which was trained on up to 32 loops and scaled to 64 loops at test-time. However, the recurrent depth that these models use hasn't necessarily gone up over the years. I asked Fable to summarize the literature (most of which I haven't read myself):
The picture from the academic literature is mixed. In small-scale experiments, the maximum loop count that trains stably has risen: Saunshi et al. (2025) trained 4-layer backbones looped up to 12 times and found downstream accuracy scaling roughly with the log of effective depth, while Fu et al. (2026) report that vanilla looped transformers degrade between 3 and 6 loops and collapse at 9 (at 318M parameters), and their stabilized variant trains up to 12. Parcae (Prairie et al., 2026) and DeepLoop (Li et al., 2026) also target training stability, though DeepLoop's experiments only go to 7 loops. Whether a model can be run at more loops than it was trained on varies by architecture: Huginn (Geiping et al., 2025) extrapolates to 64 loops, but Fu et al. find performance becomes unpredictable beyond the training loop count. At larger scale, loop counts have gone down rather than up: Huginn's mean of 32 loops at 3.5B parameters remains the high-water mark, Ouro (Zhu et al., 2025) used four, and Loopie (Gao et al., July 2026), the largest looped model to date at 20B-A2B, uses two. Loopie's authors frame this as overcoming the long-standing finding that N× the parameters beats N× the loops under matched compute, which suggests that a small loop count is currently the compute-efficient regime, though I haven't seen a direct test of whether more loops at frontier scale would help or hurt.
This suggests that deeper isn't always better for looped transformers, which leaves me less worried about a race to the bottom toward looped transformers with hundreds of recurrent loops. However, this remains a key uncertainty and I'll have to read more of the literature before making confident claims. We also don't know how similar Astra's architecture is to the existing looped transformers and whether the trade-offs of looping at frontier scale resemble those in the 1B–20B range. If hundreds of loops per token turn out to be practical, then it's likely correct to view Astra as kicking off a race toward more and more recurrent models; otherwise, the implications are less clear.
What serial depth warrants neuralese concerns?
Historically, serial depths in the low thousands of operations haven't been considered neuralese. For example, in Will early transformative AIs primarily use text?, Fabien Roger operationalizes "primarily relying on text" as follows:
100k serial operations is quite a lot! As Fabien claims in the same post, the forward pass of GPT-3 involves about 400 serial operations, allowing for 250 recurrent loops before the criterion is met. However, Geoffrey Irving argues that this is a bad operationalization for neuralese:
Given that existing models already have hidden serial depths of >100, I assume that by '100s or the like' Geoffrey means layers rather than serial operations. His high-level takeaway seems plausible to me and is consistent with what we observed in the no-CoT time horizons paper: to double a model's no-CoT time horizon, layer count needs to be increased only by 1.3×.[2] Presumably, adding recurrent loops will have a slower no-CoT scaling curve than adding additional layers, but still, it might not take that many loops to get a concerning reduction in monitorability.
What counts as concerning also depends on the minimum amount of hidden serial reasoning required to subvert oversight. One of the biggest updates I made from the HuggingFace incident is that the opaque reasoning depth required for subverting oversight isn't as large as I had previously thought. A rogue LLM trying to break containment doesn't have to come up with a full plan to get around the monitors and human researchers in a single forward pass; it just has to find a way to spoof tool calls and use the spoofed tool calls to gain additional unmonitored thinking time and/or cover its tracks. Ryan discussed this concern as well in his first tweet about the rumors:
I don't think 2× the serial depth of GPT-4 is sufficient for coming up with a robust strategy to spoof tool calls, but 10× or 20× might be. Joey Yudelson has written a shortform with a BOTEC on this, where he estimates based on no-CoT time horizons that a 6–8× increase in layers would double a model's ability to evade monitors on SHADE-Arena. However, note again that looping the same weights is likely to have quite a different effect on no-CoT time horizons than adding extra layers.
Additional speculation about the architecture
Lisan al Gaib:
Grad:
Some open questions
Here are some questions I'd especially like to know the answer to:
Conclusion
Overall, the situation doesn't look quite as gloomy as I thought based on people's initial reactions yesterday. The fact that Astra's serial depth is within a factor of two of GPT-4 is reassuring and suggests that we haven't yet departed from the current paradigm of shallow transformers, which must leverage the CoT to solve complex tasks. Most of my concern comes from the possibility that looped transformers can be scaled a lot further in the future, and it remains unclear for now whether that's going to be practical.
Regardless of whether looped transformers get scaled further, the signals coming out of OpenAI about CoT monitorability are worrying. As Pachocki said in his tweet: "I do think it is fragile and unfortunately trending in a negative direction, for reasons not contingent on architecture changes that I will write about soon." One of OpenAI's recent job ads also suggests that loss of monitorability is a realistic possibility: "This includes better understanding monitorability, and e.g. preparing for potential losses of Chain-of-Thought monitorability."
Nevertheless, given OpenAI's public communications over the past couple of years, I would be very surprised if they have stopped caring about CoT monitorability entirely. It's always possible that the capabilities and safety teams don't talk to each other enough, but my expectation is that OpenAI has an internal story for why Astra's architecture is compatible with its monitorability commitments. We'll hopefully be better able to assess how looped architectures might develop in the future once OpenAI has released Astra and provided more details about its architecture and monitorability.
Thanks to Joey Yudelson for feedback on a draft of this post and to Claude Fable 5.1 for proofreading.
They just said in Path to Astra: critical capabilities and frontier safeguards yesterday: "we are deploying Astra with additional chain-of-thought monitoring to rapidly detect and contain potentially misaligned actions."
Note though that the open-weight model experiments had several confounders and we're not very confident in the precise number here.