Dan S. Wang Interview

Artist Bio: Dan S. Wang is a writer, artist, organizer, and printer who was born in the American Midwest in 1968 to immigrant parents. Dan’s constant concerns are the relationships between art + politics, critical reflection + social action, place + history. His research includes inquiries into the postindustrial cultural politics of the Midwest, letterpress printing as an archaeology of obsolescence, race and difference in the theater of crisis capitalism, and the cultural landscape of postsocialist China. As a print media artist he primarily uses letterpress printing and hand set typography but avails himself of other media as words and letterforms hit their limits. His drawings, prints, sculptures, and other projects have been featured in two solo exhibitions and more than twenty-five group exhibitions, but mostly exist in small circles of functional and activist settings. – bio from http://prop-press.net/01d.ht

Fixed Parameter Undecidability for Wang Tilesets

Deciding if a given set of Wang tiles admits a tiling of the plane is decidable if the number of Wang tiles (or the number of colors) is bounded, for a trivial reason, as there are only finitely many such tilesets. We prove however that the tiling problem remains undecidable if the difference between the number of tiles and the number of colors is bounded by 43. One of the main new tool is the concept of Wang bars, which are equivalently inflated Wang tiles or thin polyominoes.Comment: In Proceedings AUTOMATA&JAC 2012, arXiv:1208.249

Helen Wang

Born in 1903 as Peng Jianqing, Helen Wang was raised in a traditional scholarly family within a confined compound in Wuhu, Anhui Province. She was the only girl and her parents’ favorite. At thirteen, her father moved the entire family to Shanghai so she could attend St. Mary Girl’s School. While there, she learned English, read Western literature, enjoyed music, and adopted the English name of Helen (Shen 56). Before she graduated, both her parents passed away, leaving her in the care of her eldest brother, who soon married her off to a man working for a Sino-Japanese mine in Fengtian (now Shenyang) that was more than a thousand miles away from Shanghai. Sixteen-year-old Helen bore her husband’s debauchery and anti-Chinese deference to his Japanese employers for a brief time before returning to Shanghai to try to make her own life. Since her brother was unwilling to take her back in, she took up residence with her godmother and managed to secure a job as a typist in a company under British American Tobacco (S. Zhang 404)

Jing Wang. High culture fever : politics, aesthetics, and ideology in Deng\u27s China; Jing Wang, ed. China\u27s avant-garde fiction : an anthology

This article reviews the books High Culture Fever: Politics, Aesthetics, and Ideology in Deng\u27s China written by Jing Wang and China\u27s Avant-Garde Fiction: An Anthology edited by Jing Wang

Correcting Things as Correcting Feelings: A Phenomenological Study of Wang Yang-ming’s Doctrine of Ge-Wu

This article is designed to offer a phenomenological reading of Wang Yang-ming’s (王陽明) doctrine of ge-wu (格物), which, as a part of Wang radical reading of The Great Learning (Da-Xue 大學), distinguishes his doctrine from that of Zhu Xi (朱熹). Wang argues that ge-wu, as rectifying things, is the same process with the act of cheng-yi (誠意), in which yi (意) and wu (物) form a relation of intentionality in Edmund Husserl’s sense. Since for Wang, what can be made sincere are emotional yi such as liking and disliking, Husserl\u27s phenomenology on emotional intentionality will be used in this article. The emotional intentionality is the unity of emotional noeses and valued noemata. For Wang, ge-wu is to change a wu improperly valued into a proper one, which is the same process of rectifying an immoral yi into a moral one

On Endogenous Fissility of Argillites within Carbonous Deposits Of Donbass

Based on direct numerical simulations of forced turbulence, shear turbulence, decaying turbulence, a turbulent channel flow as well as a Kolmogorov flow with Taylor-based Reynolds numbers Reλ between 69 and 295, the normalized probability density function of the length distribution P(l) of dissipation elements, the conditional mean scalar difference Δkl at the extreme points as well as the scaling of the two-point velocity difference along gradient trajectories Δun are studied. Using the field of the instantaneous turbulent kinetic energy k as a scalar, we find good agreement between the model equation for P(l) as proposed by Wang and Peters (2008 J. Fluid Mech. 608 113–38) and the results obtained in the different direct numerical simulation cases. This confirms the independence of the model solution from both the Reynolds number and the type of turbulent flow, so that it can be considered universally valid. In addition, we show a 2/3 scaling for the mean conditional scalar difference. In the second part of the paper, we examine the scaling of the conditional two-point velocity difference along gradient trajectories. In particular, we compare the linear s/τ scaling, where τ denotes an integral time scale and s the separation arclength along a gradient trajectory in the inertial range as derived by Wang (2009 Phys. Rev. E 79 046325) with the sa∞ scaling, where a∞ denotes the asymptotic value of the conditional mean strain rate of large dissipation elements

From demon to deity : Kang Wang in thirteenth-century Jizhou and beyond

This essay discusses the cult of a deity known as Kang Wang, worshipped throughout Jizhou in thirteenth-century Jiangxi. The identity of this deity remains to some extent mysterious; many different identifying stories for Kang Wang coexist. Underneath these guises, however, his origins as a fearsome and unnamed demon shine through. I argue that the various representations of Kang Wang must be understood as resulting from the very different agendas of the authors who created those identities, but they all share one aim: covering up the demonic roots of the deity. Providing a name and place of origin for the deity should be seen as attempts to exert authority over this demonic force