Bootstrapping and Askey–Wilson polynomials

Bootstrapping and Askey-wilson Polynomials

Abstract. The mixed moments for the Askey-Wilson polynomials are found using a bootstrapping method and connection coe cients. A similar bootstrapping idea on generating functions gives a new Askey-Wilson generating function. Modified generating functions of orthogonal polynomials are shown to generate polynomials satisfying recurrences of known degree greater than three. An important special c...

On a crossroad of resampling plans: bootstrapping elementary symmetric polynomials

We investigate the validity of the bootstrap method for the elementary symmetric polynomials S both xed and increasing order k, as n ! 1 the cases where = EX 1 6 = 0, the nondegenerate case, and where = EX 1 = 0, the degenerate case, are considered.

Phonological and Prosodic Bootstrapping Phonological and Prosodic Bootstrapping

Further Readings Escudero, P. “Speech Processing in Bilingual and Multilingual Listeners.” In The Handbook of Laboratory Phonology, A. C. Cohn, C. Fougeron, and M. K. Huffman, eds. Oxford, UK: Oxford University Press, 2011. Escudero, P., T. Benders, and K. Wanrooij. “Enhanced Bimodal Distributions Facilitate the Learning of Second Language Vowels.” Journal of the Acoustical Society of America, ...

Bootstrapping

This paper refines the analysis of cotraining, defines and evaluates a new co-training algorithm that has theoretical justification, gives a theoretical justification for the Yarowsky algorithm, and shows that co-training and the Yarowsky algorithm are based on different independence assumptions.

Pronunciation Modelling and Bootstrapping