38,120 research outputs found
On the unitarity of stochastic evolutions driven by the square of white noise
Using the closed Ito's table for the renormalized square of white
noise, recently obtained by Accardi, Hida, and Kuo in Ref. 4, we
consider the problem of providing necessary and sufficient conditions
for the unitarity of the solutions of a certain type of quantum
stochastic differential equations
Kuo-2014-Genetics-Fig3
These primary data are summarized and discussed in Kuo et al., Genetics (2014).
Data in this file are from the P{wa} assay, first published in Adams et al., Science (2002), DOI: 10.1126/science.1077198 .
The first tab has counts of progeny from each vial. As in other uses of this assay, only daughters that did not recieve the transposase
chromosome (Cy+) were scored. Since the Df(3R)ED6058 chromosome has w+ on it, only progeny that recieved a Sbchromosome were scored.
f red = frequency of red-eyed flies
f yellow = frequency of yellow-eyed flies
The last tab has molecular analysis of synthesis and/or deletion in the yellow-eyed daughters. Each row represents presence (+) or absence (-)
of a PCR product in white-eyed sons of yellow-eyed progeny. Each yellow-eyed progeny came from a different vials (f numbers are Fancm,
c numbers are control). Distance of furthers primer from left or right end of the element is indicated. Primers used are listed
A unified approach for nonslip and slip boundary conditions in the lattice Boltzmann method
The emission ratios of 630/1P, 630/762, 762/1P obtained from Kuo et al. (2008) and the SPARTAN code
<p>The avairable variables in Matlab data format<br>
From results of Kuo et al. (2008)<br>
kuo_K: Temperature (K)<br>
kuo_r_630by1P: ratio of 630 to N2 1P<br>
kuo_r_762by1P: ratio of 762 to N2 1P<br>
kuo_r_630by762: ratio of 630 to 762<br>
From results of SPARTAN code<br>
SPARTAN_K: Temperature (K)<br>
SPARTAN_r_630by1P: ratio of 630 to N2 1P<br>
SPARTAN_r_762by1P: ratio of 762 to N2 1P<br>
SPARTAN_r_630by762: ratio of 630 to 762</p>
The Image of Ch'ao Yun in San-kuo Yen-i
In San-kuo Yen-i, Ch'ao Yün plays an active role as a general in the Kingdom of Shu 蜀. In the story, he is portrayed as "bold and careful". How does the author build up such an image for this protagonist? What kind of role has he assigned to Ch'ao Yün? These are two points that I shall examine in this paper. Juxtaposing San-kuo Yen-i and San-kuo-chih 三國志, we may easily notice that Ch'ao Yün plays a much more active role in the former story. However, there are scenes where the two books resemble each other closely. An example of which is the scene where Ch'ao Yün remonstrates with Liu Pei. Another point that should not be neglected is that the role of Ch'ao Yün in San-kuo Yen-i has become much more important than in the two sources upon which it is based, namely San-kuo-chih P'ing-hua 三國志平話 and the Yüan Tsa-chü 元雜劇. While retaining his intellectual image as portrayed in San-kuo-chih, the author exaggerates his valiant quality in San-kuo Yen-i. Thus Ch'ao Yün becomes both an intellectual as well as a militarist in San-kuo Yen-i. This also explains why he enjoys the status of being the third most competent general in the Kingdom of Shu, second only to Kuan Yü 關羽 and Chang Fei 張飛, although in history he has been ranked, at the most, as the fifth general. One of the reasons behind such a treatment of Ch'ao Yün in San-kuo Yen-i is that the author probably wishes to make him the counterpart of Chang Fei. Such a device is not unusual in Chinese novels. The contrast between Chang Fei and Ch'ao Yün in San-kuo Yen-i is obvious. While Chang is portrayed as a brave but emotionally unstable warrior, Ch'ao remains a calm and discerning person who almost never errs. Another reason perhaps is that the author has intended Ch'ao to be a character who can be summoned conveniently both as a warrior in the battle-scenes and as a thinker in the field of strategy. Finally, perhaps we may also look at Ch'ao Yün as a character to fill the gap when such leading figures as Liu Pei, Kuan Yü and Chang Fei have all passed away
A systematic approach to reliable multistage interconnection network design
Bibliography: p. 34-35.Army Research Office grant no. DAAG29-84-K-0005 Advanced Research Projects Agency monitored by ONR, contract N00014-81-K-0742C.-C. Jay Kuo
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