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Luke Zettlemoyer

Researcher at Facebook

Publications -  344
Citations -  65369

Luke Zettlemoyer is an academic researcher from Facebook. The author has contributed to research in topics: Computer science & Parsing. The author has an hindex of 82, co-authored 278 publications receiving 40896 citations. Previous affiliations of Luke Zettlemoyer include Princeton University & Massachusetts Institute of Technology.

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HTLM: Hyper-Text Pre-Training and Prompting of Language Models.

TL;DR: The authors proposed HTLM, a hyper-text language model trained on a large-scale web crawl for zero-shot summarization, and showed that pretraining with a BART-style denoising loss on simplified HTML provides highly effective transfer for a wide range of end tasks and supervision levels.
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RoMQA: A Benchmark for Robust, Multi-evidence, Multi-answer Question Answering

TL;DR: RoMQA is a challenging benchmark for large language models, and provides a quantifiable test to build more robust QA methods, and existing models are not robust to variations in question constraints but can be made more robust by tuning on clusters of related questions.
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LegoNN: Building Modular Encoder-Decoder Models

TL;DR: A modality agnostic encoder which consists of a length control mechanism to dynamically adapt encoders’ output lengths in order to match the expected input length range of pre-trained decoders and to enable portability of decoder modules between MT tasks for different source languages and across other tasks like ASR.
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CiT: Curation in Training for Effective Vision-Language Data

TL;DR: Curation in Training (CiT) as mentioned in this paper ) is a simple and efficient vision-text learning algorithm that couples a data objective into training and alleviates the need for an offline data filtering pipeline, allowing broad data sources including raw image-text pairs from the web.

Learning and Planning with Probabilistic Relational Rules

TL;DR: A three-dimensional blocks-world simulation built with the OpenDynamics toolkit that represents world action dynamics using probabilistic planning rules to take advantage of the inherent structure found in many uncertain, complex environments.