An Estimate of an Upper Bound for the Entropy of English
By Peter F. Brown, Stephen Della Pietra, V. D. Pietra, Jennifer C. Lai, Robert L. Mercer. 1992
Subfields: Computational Linguistics & Semantics, Information Theory
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Linguistics & Semantics
- Bo Pang
- R. Rosenfeld
- Douwe Kiela
- Kam-Fai Wong
- Stanley F. Chen
- Jacob Andreas
- Hang Li
- Margaret Mitchell
In Information Theory
- Lawrence Carin
- R. Rosenfeld
- Xuanhui Wang
- Geoffry Zweig
- Douwe Kiela
- Stanley F. Chen
- Jacob Andreas
- Junyi Jessy Li
Citations in the corpus
- Measuring Data (2022, methodology): “It was subsequently leveraged to evaluate the performance of language models (Brown et al., 1992; Bengio et al., 2000; Melis et al., 2017) as well as datasets, for tasks such as perplexity sampling (De la Rosa et al., 2022) and data selection (Toral et al., 2015).”
- Evaluating the Search Phase of Neural Architecture Search (2019, methodology): “The quality of a candidate cell is then evaluated using the standard perplexity metric [4].”
- Assessing The Factual Accuracy of Generated Text (2019, methodology): “generation tasks. For evaluation, these models generally rely on metrics like ROUGE (RecallOriented Understudy for Gisting Evaluation) [13], BLEU (Bilingual Evaluation Understudy) [23] and perplexity [3] that measure locally constrained n-gram overlap. In this paper, we propose an automatic metric f”
- What Context Features Can Transformer Language Models Use? (2021, methodology): “A note on evaluation As in past work on evaluating language models (Brown et al., 1992), our evaluation of relative predictive information ultimately bottoms out in a conditional entropy (log-perplexity).”
- Linguistically-Informed Specificity and Semantic Plausibility for Dialogue Generation (2019, background): “Perplexity per word (PPW) Perplexity is the exponentiation of the entropy, which estimates the expected number of bits required to encode the sentence (Brown et al., 1992; Goodman, 2001).”
- Evaluating Style Transfer for Text (2019, background): “Low perplexity signi-fies less uncertainty over which words can be used to continue a sequence, quantifying the ability of a language model to predict gold or reference texts (Brown et al., 1992; Young et al., 2006).”
- A survey of smoothing techniques for ME models (2000, methodology): “For example, one simple smoothing technique is to linearly interpolate the ML estimate of the -gram proba- bility with an estimate of the -gram probability [14] , [15] (4) The lower-order estimate can be defined analogously, and the recursion can end with a unigram or uniform distribution.”
- Pre-Trained Language Models for Text Generation: A Survey (2022, background): “In information theory, perplexity (PPL) is a measurement of how well a probability distribution or probability model predicts a sample compared with the ground-truth [14].”
- An Attentional Neural Conversation Model with Improved Specificity (2016, background): “The second measure is perplexity (Brown et al., 1992), which measures the likelihood of generating a word given observations.”
- Paying Attention to Attention: Highlighting Influential Samples in Sequential Analysis (2018, methodology): “To determine when the turn weights are uniform, we use perplexity (Brown et al., 1992) (see more details in subsection 3.1).”
- Learning to Rank with Selection Bias in Personal Search (2016, background): “Perplexity measures how well a distribution predicts samples and is often used to evaluate or compare language models [3].”
- CTRLEval: An Unsupervised Reference-Free Metric for Evaluating Controlled Text Generation (2022, unknown): “As for the design of pattern functions, we fix the base model and replace our input and output patterns ( f & g ) with those of PPL-GPT (Radford et al., 2018) and BARTScore (Yuan et al., 2021).”
- Revisiting the Predictability of Language: Response Completion in Social Media (2012, methodology): “More recently, Brown et. al (1992) computed an upper bound for the entropy of English with a trigram model, using the Brown corpus.”