1,722,868 research outputs found
Perancangan Buku Pop-Up Tentang Dongeng Duan Wu Jie Untuk Anak Usia 5-10 Tahun
No full textIndonesia dikenal sebagai negara yang kaya akan kebudayaannya, baik kebudayaan asli Indonesia maupun kebudayaan luar yang masuk ke Indonesia. Tradisi Duan Wu Jie merupakan salah satu kebudayaan leluhur yang berasal dari Cina. Tradisi ini sering dirayakan oleh masyarakat etnis Tionghoa di Indonesia tetapi tidak banyak yang mengetahui asal-usul tradisi ini. Buku ini dibuat untuk mengenalkan bagaimana asal-usul Duan Wu Jie dan juga mengajarkan anak-anak membuat bakcang. Sedangkan buku ini dibuat dengan teknik pop-up agar merangsang minat membaca anak-anak
FUNGSI DAN MAKNA KUE CANG DALAM FESTIVAL DUAN WU JIE MASYARAKAT ETNIS TIONGHOA DI KOTA MEDAN
Full text linkThe title of this research is the Function and Meaning of Cang Cake in the Duan Wu Jie Festival of Chinese Ethnic Communities in Medan. This study aims to explain how the process of welcoming Cang Cake in the Duan Wu Jie Festival of the Chinese ethnic community in Medan City, and to explain how the function and meaning of Cang Cake in the Duan Wu Jie Festival of the Chinese ethnic community in Medan City. The method used in this study is qualitative methods. Some of the analysis results obtained from this research are Cang Cake is a traditional food of the Chinese ethnic community, cang cake is very popular in Indonesia, Java Island to Sumatra, especially in Medan City. Cang cake made from glutinous rice. Cang cakes have types that are filled and some are not. Cang cakes that contain the name bakcang which means pork, while cang cakes that do not contain are named kicang. The research uses the Functionalism Theory which this theory applies in culture regarding the habits in the life institutions of the Chinese ethnic community towards their culture
Taxonomy of the subgenus Euleptarthrus Jakobson (Coleoptera, Staphylinidae, Osoriinae, Priochirus) of China with descriptions of three new species
No full textWu, Jie, Zhou, Hong-Zhang (2013): Taxonomy of the subgenus Euleptarthrus Jakobson (Coleoptera, Staphylinidae, Osoriinae, Priochirus) of China with descriptions of three new species. Zootaxa 3613 (2): 165-175, DOI: 10.11646/zootaxa.3613.2.
Anick spaces and Kac-Moody groups
No full textFor primes p ≥ 5 we prove an approximation to Cohen, Moore and Neisendorfer’s conjecture that the loops on an Anick space retracts off the double loops on a mod-p Moore space. The approximation is then used to answer a question posed by Kitchloo regarding the topology of Kac-Moody groups. We show that, for certain rank two Kac-Moody groups K, the based loops on K is p-locally homotopy equivalent to the product of the loops on a 3-sphere and the loops on an Anick space
The homotopy type of a Poincaré Duality Complex after looping
No full textWe answer a weaker version of the classification problem for the homotopy types of (n?2) -connected closed orientable (2n?1) -manifolds. Let n?6 be an even integer, and X be a (n?2) -connected finite orientable Poincar\'e (2n?1) -complex such that H n?1 (X;Q)=0 and H n?1 (X;Z 2 )=0 . Then its loop space homotopy type is uniquely determined by the action of higher Bockstein operations on H n?1 (X;Z p ) for each odd prime p . A stronger result is obtained when localized at odd primes
Relative homotopy abelian H-spaces
No full textWe introduce the notion of a relatively homotopy associative and homotopy commutative H-space, construct one for any path-connected space X, and describe several useful properties, including exponent properties.<br/
Recent Developments in the Photo-Mediated Generation of Silyl Radicals and Their Application in Organic Synthesis
No full text10.1002/cptc.201800110ChemPhotoChem210839-84
Modular representations and the homotopy of low rank p-local CW-complexes
No full textFix an odd prime p and let X be the p-localization of a finite suspended CW-complex. Given certain conditions on the reduced mod-p homology H˜?(X;Zp) of X, we use a decomposition of ??X due to the second author and computations in modular representation theory to show there are arbitrarily large integers i such that ?? i X is a homotopy retract of ??X. This implies the stable homotopy groups of ?X are in a certain sense retracts of the unstable homotopy groups, and by a result of Stanley, one can confirm the Moore conjecture for ?X. Under additional assumptions on H˜?(X;Zp), we generalize a result of Cohen and Neisendorfer to produce a homotopy decomposition of ??X that has infinitely many finite H-spaces as factors
On homotopy rigidity of the functor ΣΩ on co-H-spaces.
No full textIn this paper we study the homotopy rigidity property of the functors ΣΩ and Ω. Our main result is that both functors are homotopy rigid on simply-connected p-local finite co-H-spaces. The result is obtain by a subtle interplay of homotopy decomposition techniques, modular representation theory and the counting principle
Taxonomy Of The Subgenus Eutriacanthus Jakobson, Of The Genus Priochirus Sharp, From Southern China, With The Description Of Two New Species From Guangxi And Yunnan (Coleoptera: Staphylinidae: Osoriinae)
No full textWu, Jie, Zhou, Hong-zhang (2007): Taxonomy Of The Subgenus Eutriacanthus Jakobson, Of The Genus Priochirus Sharp, From Southern China, With The Description Of Two New Species From Guangxi And Yunnan (Coleoptera: Staphylinidae: Osoriinae). Raffles Bulletin of Zoology 55 (2): 267-276, DOI: http://doi.org/10.5281/zenodo.450902
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