8,460 research outputs found
Dialogical Skirmishes
Tan was guest editor for 'And Now China?', a special print edition of the Ctrl+P journal, which critically responded to the celebratory rhetoric’s of ‘China Now’ and other celebratory markers of China's global ascent in 2008. As well as the introductory article 'Dialogical Skirmishes', Tan also interviewed Hans Ulrich Obrist
Tjerita Tan Sha-Go Nio
Pages 23-25 are destroyed and supplemented from Tjerita Tan Sha-Go Nio swatoe tjerita jang amat indah dan rame, pada dzaman dahoeloe kalah die benoewa Tiong Kok (1920, publisher Ko Tjeng Bie, Batavia, 3rd print). Some pages may overlap, but story goes normally
Wen yi. v.1
誰殺了他 / 王石城著.譚耀宗主編.本電子書乃根據《香港版權條例(第528章)》而複製, 並只可在大學圖書館系統內的獨立電子書系統上使用.Tan Yaozong zhu bian.Ben dian zi shu nai gen ju "Xianggang ban quan tiao li (Di 528 zhang)" er fu zhi, bing zhi ke zai da xue tu shu guan xi tong nei de du li dian zi shu xi tong shang shi yong.Shui sha liao ta / Wang Shicheng zhu
Evidence for erbium-erbium energy migration in erbium(III) bis(perfluoro-p-tolyl)phosphinate
Copyright 2008 American Institute of Physics. This article may be downloaded for personal use only. Any other use requires prior permission of the author and the American Institute of Physics. This article appeared in Applied Physics Letters 92, 103303 (2008) and may be found at
A Generalization of the Satisfiability Coding Lemma and Its Applications
The seminal Satisfiability Coding Lemma of Paturi, Pudlák, and Zane is a coding scheme for satisfying assignments of k-CNF formulas. We generalize it to give a coding scheme for implicants and use this generalized scheme to establish new structural and algorithmic properties of prime implicants of k-CNF formulas.
Our first application is a near-optimal bound of n⋅ 3^{n(1-Ω(1/k))} on the number of prime implicants of any n-variable k-CNF formula. This resolves an open problem from the Ph.D. thesis of Talebanfard, who proved such a bound for the special case of constant-read k-CNF formulas. Our proof is algorithmic in nature, yielding an algorithm for computing the set of all prime implicants - the Blake Canonical Form - of a given k-CNF formula. The problem of computing the Blake Canonical Form of a given function is a classic one, dating back to Quine, and our work gives the first non-trivial algorithm for k-CNF formulas
A pi tan pi po sha lun 阿 毘 曇 毗 婆 沙 論 [trad. deBuddhavarman].
A pi tan pi po sha lun 阿 毗曇 毗 婆 沙 論Abhidharma-vibhāṣā-śāstra, cf. A pi tan pi po shalun.Abhidharma-vibhāṣā-śāstraNumérisation effectuée à partir d'un document original.J. 52 complet. T . 1546, vol. 28, pp. 380 c-383 b. Titre initial :A pi tan pi po sha zhi jian du tuo xin zhi pinzhong 智 犍 度 他 心 智 品 中. A gauche du titre final, colophon (11 col.en car. plus petits) : « Copie du canon bouddhique commandée par Wei chi Baolin 尉 遲 寳 琳, duc du royaume de E 鄂, général de la garde de droite, en même temps que par le moine Dao shuang 道 爽 et ses amis de la sous-préfecture de Yu 雩et exécutée au monastère du Yun ji shan 雲 際 山 le 15e jour du 7e mois de la 2eannée long shuo (662)... Le présent sūtra a été offert aux biens permanents du monastère du Yun ji shang 雲 際 上 (shang 上 fautif pour shan山). La copie est de la main du copiste en sūtra Shen Hong 沈 弘, et a exigé 9 ff.de papier. Le moine Dao shuang a revu cette copie une seconde fois ». Colophon éd. par Naba Toshisada in SR ,XXI, 3, pp. 528-529. Belle écr. call., encre foncée. 28 col. par f., 17car. par col. Marges sup. 3 ou 3,1 cm. inf. 3 à 3,2 cm.Réglure
Free thinking - running
We've been running for two million years give or take. Shahidha Bari and Laurence Scott explore contemporary running as solitary inspiration and communal activity with the Geographer and 1999 Scottish Hill Running Champion, Hayden Lorimer, the artists Kai Syng Tan and Angus Farquhar, and the literary scholar and bare-foot artiste, Vybarr Cregan-Reid. Conversation ranges from feeling empowered on city streets to teaming up with the wind to the horrid history of the treadmill and explore whether Running deserves better representation in the arts. Guests: Vybarr Cregan-Reid - author of Footnotes How Running Makes Us Human Angus Farquhar, Creative Director of NVA Public Art, author of a blog 'The Grim Runner' Hayden Lorimer Running Geographer Kai Syng Tan, Artist and curator of a biennial festival Run Run Run Producer: Jacqueline Smith
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