Papers by Runsong Zhao

4 papers
Read As Human: Compressing Context via Parallelizable Close Reading and Skimming (2026.acl-long)

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Challenge: Existing task-aware methods require loading the entire input sequence at once for compression, which suffer from computational inefficiency.
Approach: They propose a framework that adopts an adaptive hybrid reading strategy to reduce computational inefficiency and redundant information in long-context scenarios.
Outcome: Experiments show that RAM outperforms baselines on multiple question answering and summarization benchmarks while delivering up to a 12x speedup on long inputs.
Position IDs Matter: An Enhanced Position Layout for Efficient Context Compression in Large Language Models (2025.findings-emnlp)

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Challenge: Existing methods to compress context information ignore holistic contextual dependencies.
Approach: They propose a method that adjusts position encodings to minimize the distance between context tokens and special tokens.
Outcome: Enhanced Position Layout (EPL) improves compression of context information in large language models.
Forgetting Curve: A Reliable Method for Evaluating Memorization Capability for Long-Context Models (2024.emnlp-main)

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Challenge: Existing methods, tasks and benchmarks to measure model’s effective memory length are limited.
Approach: They propose a method called forgetting curve to measure the memorization capability of long-context models.
Outcome: The proposed method is robust to the tested corpus and experimental settings, and can be applied to any model size.
CoMeT: Collaborative Memory Transformer for Efficient Long Context Modeling (2026.acl-long)

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Challenge: a novel architecture that enables LLMs to handle arbitrarily long sequences with constant memory usage and linear time complexity is a major barrier to long-context processing.
Approach: They propose a novel architecture that enables LLMs to handle arbitrarily long sequences with constant memory usage and linear time complexity.
Outcome: The proposed architecture can handle arbitrarily long sequences with constant memory usage and linear time complexity.

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