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Lingua Franca or Probing Artifact? Rethinking Latent Language in Multilingual LLMs

Deniz Bayazit, Badr AlKhamissi, Antoine Bosselut

arXiv:2609.00155v1cs.CLcs.AIcs.LG

TL;DR

Latent-language probes are used to infer how multilingual models route information, but they rely on different evidence and may not measure the same phenomenon. This paper compares representation- and decoding-based probes across tasks, models, and training conditions, finding systematic disagreement: the GMM probe indicates earlier cross-lingual mixing, while decoding probes retain sharper, more English-biased signals.

  • Problem

    Latent language identification is used to infer internal language routing, but it is unclear whether probes measure the same computation or reflect their differing evidence sources.

    Source: §1 · p. 1
  • Method

    The paper treats latent language identification as a measurement problem, comparing a GMM-based representation probe with decoding probes across tasks, models, training regimes, domains, and checkpoints.

    Source: §1 · p. 2
  • Results

    GMM representation and decoding probes systematically disagree: GMM shows earlier cross-lingual mixing and weaker English dominance, while decoding retains sharper, more English-biased signals.

    Source: §1 · p. 2, §8 · p. 9
  • Takeaways & Limitations

    Current probes offer partial, complementary views of multilingual computation, so latent-language estimates do not establish a single internal lingua franca.

    Source: §1 · p. 2, §8 · p. 9

    Because latent language is inferred without ground truth, the study documents probe disagreement but cannot determine which probe, if any, best reflects internal computation.

    Source: Limitations · p. 9

Abstract

from arXiv · show

Latent language identification is often used to argue that multilingual language models route computation through language-specific states, such as English pivots. However, existing probes infer latent language from different signals, such as the geometry of hidden states or what can be decoded from intermediate representations. Since such claims shape conclusions about how models share and route information across languages, we ask whether these probes measure the same phenomenon or expose distinct aspects of multilingual computation. We study this question across model families, training regimes, domains, tasks, checkpoints, and up to 27 languages. We find that identification probes systematically disagree: the GMM-based representation probe, which draws evidence from hidden state geometry, shows earlier cross-lingual mixing, whereas decoding-based probes, which rely on output-space decodability, retain sharper language-specific and more English-biased signals. These differences track model multilinguality and training progression, but are comparatively stable across domains. Our results suggest a more cautious interpretation of latent language identification, where current probes expose different aspects of multilingual processing, rather than directly revealing a single internal lingua franca.

1 Introduction

Latent-language probes do not measure a single interchangeable phenomenon: representation-based and decoding-based diagnostics expose different signals, warranting caution about claims that models use an internal lingua franca.

1 Introduction

  • Latent language identification is inferred rather than directly observed, and geometry-based and decoding-based probes extract different evidence that may expose distinct processes.Representation probes use hidden-state geometry, while decoding probes project intermediate states through the model’s output head.Source: §1 · pp. 1–2
  • The study compares GMM and decoding probes on controlled and open-ended multilingual tasks, then traces estimates across domains, training regimes, and checkpoints.It first tests decoding-based probe consistency and generalization, then compares representation-based estimates under matched conditions.Source: §1 · p. 2
  • The GMM representation probe finds earlier cross-lingual mixing and weaker English dominance, while decoding probes retain sharper language-specific, more English-biased signals.These patterns recur across analyses, but each probe’s layerwise behavior varies by model.Source: Figure 1 · p. 1, §1 · p. 2
  • For each probe, layerwise effects vary with model multilinguality and pretraining progression, though multilinguality alone is not determinative; domain and language-inventory shifts are modest.Source: §1 · p. 2

2 A Framework for Comparing Latent Language Probes

The framework treats latent language as an estimator-specific distribution over candidate languages, not direct evidence of a ground-truth internal variable, and compares probes through their evidence sources and complementary metrics.

2.1 Task Definition: Latent Language Identification

  • Latent language identification estimates a distribution over candidate languages from hidden states, but that distribution is diagnostic rather than ground truth.Different estimators can produce different distributions for the same prompt and layer by selecting and aggregating token-position evidence.Source: §2.1 · p. 2

2.2 Two Kinds of Evidence for LLID and Their Limits

  • Representation-based probes infer language from hidden-state structure; the study uses per-layer, language-conditioned GMM posteriors, while noting possible confounds from script, tokenization, or domain.Despite these concerns, the authors report consistent behavior across STEM and Arts & Humanities QA domains.Source: §2.2 · p. 3
  • Decoding-based probes infer language from output-vocabulary readouts, using raw or tuned logitlens projections and task-dependent token scoring or rollout methods.The tuned lens learns a per-layer affine transformation before applying the output head; these methods assume the final unembedding remains meaningful at intermediate layers, and target-string matching requires design choices such as gathering valid completions.Source: §2.2 · p. 3

2.3 Metrics to Compare LLID Estimates

  • The comparison uses complementary metrics for distribution diffuseness, dominant-language confidence, pivots away from the task-relevant language, and agreement between estimators.Entropy is higher for more mixed distributions, dominance is the largest language probability, pivot rate counts prompts whose dominant language differs from the task-relevant language, and agreement compares estimators’ dominant languages.Source: §2.3 · p. 3

3 Experimental Setup

The setup evaluates multilingual language identification across model families using several multilinguality proxies, two evaluation regimes, and three estimators. The regimes pair controlled target-string tasks with open-ended natural text.

3.1 Models & Measuring Multilinguality

  • The study evaluates up to 12 autoregressive models, from English-centric baselines to multilingual base and instruction-tuned models, using multilinguality proxies including zero-shot QA accuracy and cross-lingual likelihood measures.Cross-model plots order models by increasing zero-shot macro-accuracy on INCLUDE; model details, scores, and rankings are in Appendix B.Source: §3.1 · pp. 3–4

3.2 Evaluation Regimes

  • LLID is evaluated in controlled settings with known completions and open-ended natural text, using copy, cloze, and translation tasks in the controlled regime.Controlled decoding scores sum probability mass over vocabulary tokens that can begin the target-language answer. Open-ended evaluation uses PUD sentences and INCLUDE QA prompts, measuring at the prompt midpoint over a five-position forward window; PUD variants vary language inventory and INCLUDE domains test domain sensitivity.Source: §3.2 · p. 4

3.3 LLID Estimators

  • Open-ended LLID compares a hidden-state GMM posterior (repr) with decoding-based argmax and top-p rollout estimators (dec-rmax, dec-topp), using raw logit or tuned lenses.For decoding-based estimators, short continuations from intermediate layers are classified by GlotLID and aggregated into language distributions.Source: §3.3 · p. 4

4 The Controlled Case: Latent Language Under Known Completions

In controlled tasks with known valid completions, START(w) probabilities reveal a language signal that is weak early and most visible in later layers. Its sharpness depends on task and multilinguality, with English alternatives more persistent in less multilingual models.

  • Across translation, copy, and cloze, START(w) language signals are weak in early layers and most visible in later layers, with sharpness varying by model.Source: §4 · p. 4, Figure 3 · p. 5
  • The language-signal effect is not necessarily uniform across tasks and languages within a model.Source: §4 · p. 4
  • Copy yields sharper, higher late-layer probabilities for the observed language than cloze, whose retrieval and lexicalization demands produce lower peaks and more competing languages.Source: §4 · pp. 4–5
  • Llama-2 often retains high probability on English lexicalizations even when English is not the translation direction; this bias weakens in Aya and further in Apertus.In Apertus-8B, intended non-English target probability rises earlier and becomes more consistently dominant in later layers.Source: §4 · p. 5

5 Generalizing Decoding-based Estimates to Open-Ended Generation

This section tests whether decoding-based language estimates generalize from predefined translation choices to open-ended generation. The estimates depend on the probe: raw logitlens is more English-biased, while tuned lens shifts probability toward task-relevant languages.

5 Generalizing Decoding-based Estimates to Open-Ended Generation

  • The open-ended diagnostic generates short continuations from intermediate hidden states using raw or tuned lens with argmax or top-p decoding, then classifies the continuation language.It tests whether language preferences extend beyond controlled settings with predefined candidate translations.Source: §5 · p. 5
  • Raw logitlens assigns substantially more mass to English than controlled START(w), while tuned lens shifts average probability toward task-relevant languages and keeps other-language probability low.Figure 4 also shows GMM estimates favoring task-relevant languages in open-ended prompts.Source: §5 · p. 6, Figure 4 · p. 6
  • Raw logitlens outputs can be difficult to interpret in some models because of representational drift; tuned lens may collapse intermediate language evidence toward the final decoded language (Wendler et al., 2024).The representational-drift concern is attributed to Belrose et al. (2025).Source: §5 · p. 6

6 Representation vs. Decoding: Different Evidence, Different LLID Behaviors

Representation- and decoding-based LLID probes often disagree because they capture different aspects of the same hidden states. Their behaviors vary more by model and diagnostic choice than by domain, and can change at different points in pretraining.

6 Representation vs. Decoding: Different Evidence, Different LLID Behaviors

  • Representation probes measure hidden-state proximity to language-conditioned activation regions, while decoding probes measure language-token accessibility through the unembedding matrix.A state can be geometrically closer to one language without decoding as that language, so disagreement is measurement information rather than diagnostic failure.Source: §6 · pp. 6–7
  • On open-ended INCLUDE prompts, Repr-GMM assigns more probability to task languages and less to English than raw logitlens top-p, especially for moderately multilingual models.For highly multilingual models, average estimates align more closely, though Repr-GMM may still assign a non-task, non-English language the highest probability.Source: §6 · p. 6, Figure 5 · p. 7
  • Layerwise trajectories differ by model: representation dominance stays high in OLMo-2, drops then recovers in Llama-2 and Aya-23, and rises late in Apertus-8B.Pivot patterns also vary: Llama-2 mixes English and other-language pivots, Aya-23 has a temporary rise in English pivots, and Apertus-8B pivots mostly to non-English languages; decoding generally changes later. Early-to-mid drops reflect mixed or task-oriented states, while OLMo-2 suggests persistent language-conditioned separation.Source: §6 · p. 7, Figure 5 · p. 7

Across Domains

  • Across PUD language inventories and INCLUDE QA domains, each model–estimator pair largely preserves its layerwise curve shape, while PUD21 has lower dominance and higher pivot rates than PUD9.Domain and inventory changes generally affect absolute levels less than model or diagnostic choice; the PUD21 pattern is the exception associated with its larger candidate set.Source: §6 · p. 7

Across Pretraining

  • Across pretraining, OLMo representation dominance is high from the earliest checkpoint, while decoding dominance consolidates over the first ∼20–30% of training; Apertus estimators transition around 20–40%, then late-layer dominance reaches ∼0.9.Confident pivoting is low for OLMo representation estimates but moderate and slowly increasing for decoding; representation–decoding agreement stays low for both models, especially Apertus, and most checkpoint-dependent changes occur in late layers.Source: §6 · p. 8, Figure 6 · p. 8

Base vs. Instruct

  • Instruction tuning produces little systematic shift toward English in LLID estimates, with effects smaller than changes across pretraining checkpoints.Base and instruction-tuned variants have only modest average-probability differences and broadly similar layerwise pivot and entropy trajectories, despite some model-specific deviations.Source: §6 · p. 8

7 Related Work

Related work motivates latent language identification through evidence about shared and language-specific representations, latent pivots, and training dynamics, while this study asks whether probes agree on hidden states.

Shared and language-specific multilingual structure

Latent pivots and output language

  • Decoding probes find English pivots in English-dominated models and different patterns under non-English-centric training (Wendler et al., 2024), while interventions separate output language from conceptual content (Dumas et al., 2025).This work instead asks whether probes used to infer latent language behavior agree on the same hidden states.Source: §7 · p. 9

Training dynamics of multilingual representations

  • Cross-lingual abilities (Blevins et al., 2022) and internal linguistic features (Bayazit et al., 2026) develop, stabilize, or change during pretraining.Accordingly, the study examines LLID across checkpoints, reasoning that estimates reflecting model properties rather than diagnostic artifacts should vary systematically with training progression.Source: §7 · p. 9

8 Conclusion

The conclusion frames latent language identification as a measurement problem: representation- and decoding-based probes disagree, exposing complementary aspects of multilingual computation rather than confirming one internal lingua franca.

  • The GMM representation probe identifies language structure earlier and with weaker English bias, while decoding pathways retain sharper, more English-favored signals.Source: §8 · p. 9
  • Probe differences vary with multilinguality and training progression, but layerwise trajectories remain model- and lens-dependent and cannot be predicted from multilinguality alone.Source: §8 · p. 9
  • Domain and language-inventory changes shift LLID estimates only modestly, and probe choice is itself part of the claim about multilingual computation.Source: §8 · p. 9

Limitations

The study’s conclusions are limited by its model and probe coverage, the absence of ground truth for latent language, and an incomplete language inventory. Whether the findings generalize to other architectures, scales, probes, or downstream outcomes remains open.

Limitations

  • The evaluation covers decoder-only 7–9B models, with checkpoint analyses limited to OLMo-2 and Apertus; layerwise LLID patterns also vary by model family.Whether probe disagreement persists at other scales or in non-decoder architectures is unknown, and the observed trajectories should not be assumed to generalize unchanged.Source: Limitations · p. 9
  • Only two probe families are compared, and without ground truth the study documents disagreement but cannot determine which probe, if any, reflects internal computation.The representation-based family uses only the GMM estimator; causal interventions (Dumas et al., 2025) and neuron-level attribution (Zeng et al., 2025) are not examined and could align with either family or reveal another aspect.Source: Limitations · p. 9
  • Probe-specific choices may shift absolute LLID values, while the 27-language inventory excludes very low-resource and formal languages such as code and mathematics.Whether probe disagreement predicts failures in cross-lingual transfer or generation remains open; qualitative trends are expected to be robust despite probe choices.Source: Limitations · p. 9

Ethics Statement … A.2 Controlled Target-String Construction

The appendices document the public datasets and language inventories used, then describe controlled multilingual prompt construction and scoring. They also note that the analysis is diagnostic and uses no newly collected human data or user-facing deployment.

Ethics Statement

  • The diagnostic analysis uses publicly available pretrained models and licensed multilingual datasets, without training new models, collecting human data, or deploying user-facing systems.The authors report no direct ethical concerns.Source: Ethics Statement · p. 10

A Dataset Details

  • The datasets were not collected by the authors and may contain personally identifying or offensive content.Source: A Dataset Details · p. 12

A.1 Language Inventory

  • Language inventories cover controlled target-string, PUD, and INCLUDE runs; PUD and UD entry counts distinguish deterministic train and held-out splits.PUD9+UD6 and PUD21+UD6 add the UD6 extension row to PUD9 and PUD21, respectively.Source: §A.1 · p. 12

A.2 Controlled Target-String Construction

  • Controlled copy, cloze, and translation prompts adapt prior target-word setups, with logitlens queried at the final task token before the answer begins.For instruction-tuned models, scoring is anchored to the original task-prefix end rather than any appended assistant-control token.Source: §A.2 · p. 12
  • Copy and translation prompts use four completed in-context examples, while cloze prompts use two demonstrations; translation words and cloze contexts are jointly constructed to disambiguate homonyms.Examples are filtered when translated cloze answers do not align with independently translated concept words, but not solely for shared English-target tokenizer prefixes.Source: §A.2 · p. 12
  • Candidate-language scores sum next-token probability over tokenizer-valid answer-start tokens; raw sums form probability curves, while distributional metrics normalize scores across candidate languages.Language entropy uses the normalized language distribution; vocabulary entropy uses the full next-token vocabulary distribution.Source: §A.2 · pp. 12–13

A.3 Open-Ended Evaluation Details · B Model Details

These sections specify how open-ended latent-language identification is evaluated and how model multilinguality and training checkpoints are characterized. They define matched evaluation settings, datasets, model proxies, and auxiliary likelihood measures without presenting new comparative results.

A.3 Open-Ended Evaluation Details

  • Both LLID approaches are evaluated at a matched prompt anchor, usually the prompt midpoint, with scores aggregated over a five-position forward window.These settings apply to natural-language data without constrained completions.Source: §A.3 · p. 13
  • Open-ended decoding-based LLID uses deterministic argmax or five top-p rollouts with p = 0.9, scores continuations with GlotLID, and normalizes candidate-language distributions.For top-p, the distributions are averaged uniformly across samples.Source: §A.3 · p. 13
  • Evaluation uses PUD21, PUD9, PUD9+UD6, and PUD21+UD6, plus INCLUDE QA prompts in 10 languages across Social Science, Arts & Humanities, and STEM.PUD21 is the broadest setting; PUD9 follows Shani and Basirat (2025), and UD6 adds six languages selected for script or family overlap.Source: §A.3 · p. 13

B Model Details

  • Because pretraining mixtures are not fully available, multilingual capability is proxied by INCLUDE zero-shot QA accuracy, cross-lingual perplexity, and byte-normalized likelihood.Table 2 reports evaluated models and these proxies; its models are sorted by decreasing INCLUDE macro accuracy.Source: B Model Details · p. 13, Table 2 · p. 13
  • The training-dynamics analysis aligns OLMo-2 and Apertus checkpoints by token count, as shown in Table 3.Table 3 identifies the checkpoints as token-aligned for that comparison.Source: B Model Details · p. 13, Table 3 · p. 13
  • INCLUDE scores are zero-shot accuracy on include-base-44, macro-averaged over 44 language groups and used to sort models as a measure of multilingual task performance.The accuracy is obtained from lm-evaluation-harness runs.Source: B Model Details · p. 13
  • PUD21 line NLL is the average bit-converted autoregressive negative log-likelihood of teacher-forced lines across PUD-only parallel rows in 21 languages; lower is better.Table 2 describes line NLL as an auxiliary likelihood score on a parallel corpus across languages.Source: B Model Details · p. 13, Table 2 · p. 13
  • PUD21+UD6 BPB sums token-level negative log-likelihood over evaluated lines, converts nats to bits, and divides by total UTF-8 bytes; lower is better.Byte normalization reduces, but does not eliminate, tokenization and script effects; Table 2 notes BPB remains script-sensitive.Source: B Model Details · p. 13, Table 2 · p. 13

C Training Details · D Additional Results

The appendix details how representation- and decoding-based probes are fit and extends latent-language analyses across tasks, domains, checkpoints, and model variants. Its additional results show cross-domain and inventory stability alongside model-dependent layer trajectories.

C Training Details

  • Representation-based LLID fits a per-layer, per-language Gaussian model using up to 100 training prompts per language, uniform priors, and PCA retaining 98% explained variance.The setup uses diagonal covariance, token-level hidden states by default, and separate GMMs for five candidate-language inventories; English is added for applicable INCLUDE plots.Source: C Training Details · p. 14
  • Tuned lenses are fit on multilingual FineWeb2 data, independent of PUD, INCLUDE, and controlled target-string prompts, and use a 27-language inventory.Training balances languages by round-robin and runs for one epoch with at most 1000 steps; the final transformer layer uses the raw model-head projection. The passage compares raw logit-lens projections with tuned lenses (Belrose et al., 2025) fit on FineWeb2 (Penedo et al., 2025).Source: C Training Details · p. 14

D Additional Results

  • Appendix plots track layerwise START(w) probabilities for cloze prompts and translation prompts grouped by target or source, including English-excluded translation cases.The plots also report latent-language distribution and first-token vocabulary entropy.Source: Figure 8 · p. 15, Figure 9 · p. 15, Figure 10 · p. 16
  • Layer-window summaries aggregate latent-language probabilities for copy, cloze, and translation tasks, with English prompt cases excluded as specified for each task.Translation’s task-relevant category includes both source and target languages; English remains a candidate latent language in the English-excluded translation analysis.Source: Figure 12 · p. 17, Figure 13 · p. 17, Figure 14 · p. 17
  • Open-ended PUD21+UD6 results summarize latent-language probabilities by estimator and layer window, treating the prompt language as task-relevant.English prompts are excluded, while English remains a candidate latent language.Source: Figure 15 · p. 18
  • Latent-language dominance and pivoting curves largely cluster across PUD inventories and INCLUDE domains, while layerwise trajectories differ substantially across models.The comparison covers PUD9, PUD9+UD6, PUD21, PUD21+UD6, and INCLUDE Arts/Humanities, Social Sciences, and STEM.Source: Figure 16 · p. 19
  • Training analyses show quartile-binned dynamics and full-layer checkpoint trajectories for representation-based and raw-logit-lens decoding probes on PUD21.Checkpoint curves are colored by training-token count; the full-layer views average metrics over prompts at each layer.Source: Figure 17 · p. 19, Figure 18 · p. 20, Figure 19 · p. 20
  • Base-versus-instruction-tuned comparisons plot pivot rate, entropy, and probe agreement on PUD21 and INCLUDE-10.Agreement is the fraction of matched prompt–layer pairs where representation and raw logit-lens probes select the same dominant language; INCLUDE-10 has no English prompts but retains English as a candidate.Source: Figure 20 · p. 21, Figure 21 · p. 21
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