We present Coarse-to-Fine (CTF), a probabilistic parsing algorithm that performs exact inference on complex, high-accuracy parsing models. Exact inference on these models is computationally expensive, while solving simpler models is efficient and produces respectable results. CTF solves a series of increasingly complex models by using the solutions of simpler models to guide optimal parse tree search in a more complex model space. We compare our results with the CYK and A * algorithms and find that our current implementation of CTF traverses the smallest amount of complex model space, but fails to gain a significant advantage in computational efficiency.
[Abstract] Parsing CYK-like algorithms are inherently parallel: there are a lot of cells in the char...
Most recent statistical parsers fall into one of two groups. The largest group consists of parsers w...
We describe an approach to speed-up inference with latent-variable PCFGs, which have been shown to b...
We present an extension of the classic A * search procedure to tabular PCFG parsing. The use of A* s...
Abstract We present an extension of the classic A* search procedure to tabular PCFG parsing. The use...
Coarse-to-fine inference has been shown to be a robust approximate method for improving the efficien...
Many different metrics exist for evaluating parsing results, including Viterbi, Crossing Brackets Ra...
State-of-the-art natural language processing models are anything but compact. Syntactic parsers have...
Dependency parsing with high-order fea-tures results in a provably hard decoding problem. A lot of w...
Coarse-to-fine approaches use sequences of increasingly fine approximations to control the complexit...
We present an algorithm for incremental statistical parsing with Parallel Multiple Context-Free Gram...
Much of the recent work on depen-dency parsing has been focused on solv-ing inherent combinatorial p...
Much of the recent work on depen-dency parsing has been focused on solv-ing inherent combinatorial p...
Treebank parsing can be seen as the search for an optimally refined grammar consistent with a coarse...
We present an algorithm for incremental statistical parsing with Parallel Multiple Context-Free Gram...
[Abstract] Parsing CYK-like algorithms are inherently parallel: there are a lot of cells in the char...
Most recent statistical parsers fall into one of two groups. The largest group consists of parsers w...
We describe an approach to speed-up inference with latent-variable PCFGs, which have been shown to b...
We present an extension of the classic A * search procedure to tabular PCFG parsing. The use of A* s...
Abstract We present an extension of the classic A* search procedure to tabular PCFG parsing. The use...
Coarse-to-fine inference has been shown to be a robust approximate method for improving the efficien...
Many different metrics exist for evaluating parsing results, including Viterbi, Crossing Brackets Ra...
State-of-the-art natural language processing models are anything but compact. Syntactic parsers have...
Dependency parsing with high-order fea-tures results in a provably hard decoding problem. A lot of w...
Coarse-to-fine approaches use sequences of increasingly fine approximations to control the complexit...
We present an algorithm for incremental statistical parsing with Parallel Multiple Context-Free Gram...
Much of the recent work on depen-dency parsing has been focused on solv-ing inherent combinatorial p...
Much of the recent work on depen-dency parsing has been focused on solv-ing inherent combinatorial p...
Treebank parsing can be seen as the search for an optimally refined grammar consistent with a coarse...
We present an algorithm for incremental statistical parsing with Parallel Multiple Context-Free Gram...
[Abstract] Parsing CYK-like algorithms are inherently parallel: there are a lot of cells in the char...
Most recent statistical parsers fall into one of two groups. The largest group consists of parsers w...
We describe an approach to speed-up inference with latent-variable PCFGs, which have been shown to b...