Language Modeling
Overview
Language modeling studies how systems learn from sequences, most often by predicting the next token or reconstructing masked tokens, enabling text generation and language understanding. Common approaches include autoregressive Transformers, masked language models, and alternatives such as recurrent or state-space networks, mixture-of-experts models, and diffusion methods. Researchers improve models through data and tokenizer design, continued pretraining, instruction tuning, retrieval, distillation, and compression, evaluating them with perplexity, linguistic tests, and task benchmarks. A central tension is how to make models more efficient and reliable while ensuring benchmark success reflects robust reasoning, generalization, and competence across languages and domains.
Latest papers
525 papers73 papers in the last four weeks, up 22% on the four weeks before. 0.5% of all new papers.
Promoting Simple Agents: Ensemble Methods for Event-Log Prediction
Reasoning Primitives in Hybrid and Non-Hybrid LLMs: Do Architectural Differences Yield Advantages in State-Tracking and Recall?
Working Memory Constraints Scaffold Learning in Transformers under Data Scarcity
Verbal tics in frontier language models: A critical review of current releases, research evidence, and public discussion
OLLM: Options-based Large Language Models
Dual Alignment Between Language Model Layers and Human Sentence Processing
JudgeMeNot: Personalizing Large Language Models to Emulate Judicial Reasoning in Hebrew
Heterogeneity in Formal Linguistic Competence of Language Models: Is Data the Real Bottleneck?
How Tokenization Limits Phonological Knowledge Representation in Language Models and How to Improve Them
Optimizing Korean-Centric LLMs via Token Pruning
RAGognizer: Hallucination-Aware Fine-Tuning via Detection Head Integration
DALM: A Domain-Algebraic Language Model via Three-Phase Structured Generation
Brain Score Tracks Shared Properties of Languages: Evidence from Many Natural Languages and Structured Sequences
Enhancing Mental Health Counseling Support in Bangladesh using Culturally-Grounded Knowledge
Filling in the Mechanisms: How do LMs Learn Filler-Gap Dependencies under Developmental Constraints?
Hierarchical vs. Flat Iteration in Shared-Weight Transformers
Three-Phase Transformer
BiSpikCLM: A Spiking Language Model integrating Softmax-Free Spiking Attention and Spike-Aware Alignment Distillation
Agentic Control in Variational Language Models
Mining Large Language Models for Low-Resource Language Data: Comparing Elicitation Strategies for Hausa and Fongbe
SCRIPT: A Subcharacter Compositional Representation Injection Module for Korean Pre-Trained Language Models
LASA: Language-Agnostic Semantic Alignment at the Semantic Bottleneck for LLM Safety
SHARE: Social-Humanities AI for Research and Education
Advancing Polish Language Modeling through Tokenizer Optimization in the Bielik v3 7B and 11B Series
From GPT-3 to GPT-5: Mapping their capabilities, scope, limitations, and consequences
The Rise and Fall of in AGI
general intelligence' describes correlations between abilities and not simply the number of abilities. This paper connects Spearman's $g$-factor from psychometrics, measuring a positive manifold, to the implicit ``$G$-factor'' in claims about artificial general intelligence (AGI) performance on temporally structured benchmarks. By treating LLM benchmark batteries as cognitive test batteries and model releases as subjects, principal component analysis is applied to a models $\times$ benchmarks $\times$ time matrix spanning 39 models (2019--2025) and 14 benchmarks. Preliminary results confirm a strong positive manifold in which all 28 pairwise correlations positive across 8 benchmarks. By analyzing the spectrum of the benchmark correlation through time, PC1 explains 90\% of variance on a 5-benchmark core battery ($n=19$)) reducing to 77\% by 2024. On a four benchmark battery, PC1 is found to peak at 92\% of the variance between 2023--2024 and reduce to 64\% with the arrival of reasoning-specialized models in 2024. This is coincident with a rotation in the G-factor as models outsource reasoning' to tools. The analysis of partial correlation matrices through time provides evidence for the evolution of specialization beneath the positive manifold of general intelligence (AI-hedgehog) encompassing diverse high dimensional problem solving systems (AI-foxes). In strictly psychometric terms, AI models exhibit general intelligence suppressing specialized intelligences. LLMs invert the ideal of substituting complicated models with parsimonious mechanisms, a `Ptolemaic Succession' of theories, with architectures of increasing hierarchical complication and capability.