Wu-wei and Wu-zhi in Daodejing: An Ancient Chinese Epistemological View on Learning

Tonation in three Chinese Wu dialects

Auditory, acoustic and limited physiological data are presented, together with audio, to describe different types of interaction between citation tone pitch and breathy, whispery, growly and creaky phonation type in three varieties of Wu 吳 Chinese: Lóngyóu 龍游, Yŏngjiāng 甬江 and Jìnyún 縉雲. Interaction in both lexical and verb-object tone sandhi is briefly described for the last two varieties.

The Learn@WU Learning Environment1

This paper is an experience report describing the Learn@WU learning environment, which to our knowledge is one of the largest operational learning environments in higher education. The platform, which is entirely based on open source components, enjoys heavy usage by about 4,000 WU freshmen each year. At present, the learning environment supports 18 high-enrollment courses and contains more tha...

Y . - N . Wu and S . - N . Wu Channels in Oral

Commentary on Wu and Ma.

Fisher (1947) and Bailey (1961) considered a two-locus tetrasomic model and exploited the basic features of genetic segregation and linkage of tetrasomic inheritance. They attempted to establish the relationship between the model parameters (the coefficients of double reduction at two linked loci, say α and β respectively, and recombination frequency between them, r) and frequencies of gamete m...

Notes on Conjectures of Zhi-wei Sun

Conjecture 1 (1988-04-23). Let a0, . . . , an−1, b0, . . . , bn−1 ∈ N. Suppose that ∑n−1 r=0 are 2πir/n = ∑n−1 r=0 bre , and that the least prime divisor p = p(n) of n is greater than |{0 6 r < n : ar 6= 0}| and |{0 6 r < n : br 6= 0}|. Then ar = br for all r ∈ R(n) = {0, 1, . . . , n− 1}. Remark 1. M. Newman [Math. Ann. 1971] showed that if c0, . . . , cn−1 ∈ Q, ∑n−1 r=0 cre 2πir/n = 0 and |{0...