Building continuous webbed models for system F

Building continuous webbed models for system F

We present here a large family of concrete models for Girard and Reynolds polymorphism (System F ), in a non categorical setting. The family generalizes the construction of the model of Barbanera and Berardi [2], hence it contains complete models for Fη [5] and we conjecture that it contains models which are complete for F . It also contains simpler models, the simplest of them, E, being a seco...

-complete Models for System F

We show that the model of system F introduced in 5], and having as polymorphic maps exactly all Scott continuous maps, is-complete. This proves in particular the existence of non trivial-complete models for F: 1 Introduction.

βη-complete models for System F

Building continuous space language models for transcribing european languages

Large vocabulary continuous speech recognizers for English Broadcast News achieve today word error rates below 10%. An important factor for this succes is the availability of large amounts of acoustic and language modeling training data. In this paper the recognition of French Broadcast News and English and Spanish parliament speeches is addressed, tasks for which less resources are available. ...

Building Language Models for Continuous Speech Recognition Systems

This paper describes the work developed in the creation of language models for a continuous speech recognition system for the Portuguese language. First we discuss the process we use to create and update a text corpus based on newspaper editions collected from the Web from which we were able to generate N-gram language models. We also present the procedure we use to improve those models for a B...