Japanese calligraphy, also called 習字, is a form of calligraphy, or artistic writing, of the Japanese language. Written Japanese was originally based on Chinese characters only, but the advent of the hiragana and katakana Japanese syllabaries resulted in intrinsically Japanese calligraphy styles.
The term shodō (書道, "way of writing") is of Chinese origin and is widely used to describe the art of Chinese calligraphy during the medieval Tang dynasty. Early Japanese calligraphy was originated from Chinese calligraphy. Many of its principles and techniques are very similar, and it recognizes the same basic writing styles:
seal script (篆書 tensho) (pinyin: zhuànshū). The seal script (tensho) was commonly used throughout the Zhou dynasty (1046–256 BC) and the following Qin dynasty (221–206 BC) of China. After this time period, tensho style fell out of popularity in favor of reisho. However, tensho was still used for titles of published works or inscriptions. The clear and bold style of tensho made it work well for titles and this tradition of using tensho only for titles is still around today. By the time Chinese characters and calligraphy migrated over to Japan, tensho was already only used for titles and as a result, was never commonly used in Japan. In 57 AD, the Chinese emperor Guangwu of Han presented a golden seal to a king of a small region near what is now known as Fukuoka Prefecture. While this seal was not made in Japan, it is believed to be the first instance of tensho in Japan. The first work in Japan that actually utilized tensho was during the Nara period (646–794) was a six-paneled screen called the Torige Tensho Byobu. Each panel is divided into two columns and each column has eight characters. The screen speaks to a ruler and recommends that he use the counsel of wise ministers in order to rule justly.
clerical script (隷書 reisho) (pinyin: lìshū) The clerical script or scribe's script (reisho) is a very bold and commanding style of Chinese calligraphy; each of the strokes are greatly exaggerated at the beginning and end.
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This course provides a rigorous introduction to the ideas, methods and results of classical statistical mechanics, with an emphasis on presenting the central tools for the probabilistic description of
Zen (; ; ; ) is a school of Mahayana Buddhism that originated in China during the Tang dynasty, known as the Chan School (Chánzong 禪宗), and later developed into various sub-schools and branches. From China, Chán spread south to Vietnam and became Vietnamese Thiền, northeast to Korea to become Seon Buddhism, and east to Japan, becoming Japanese Zen. The term Zen is derived from the Japanese pronunciation of the Middle Chinese word 禪 (chán), an abbreviation of 禪那 (chánnà), which is a Chinese transliteration of the Sanskrit word ध्यान dhyāna ("meditation").
The Rinzai school (Rinzai-shū, ) is one of three sects of Zen in Japanese Buddhism (along with Sōtō and Ōbaku). The Chinese Linji school of Chan was first transmitted to Japan by Myōan Eisai (1141 –1215). Contemporary Japanese Rinzai is derived entirely from the Ōtōkan lineage transmitted through Hakuin Ekaku (1686–1769), who is a major figure in the revival of the Rinzai tradition. Rinzai is the Japanese line of the Chinese Linji school, which was founded during the Tang dynasty by Linji Yixuan (Japanese: Rinzai Gigen).
The Ōbaku-shū is one of several schools of Zen in Japanese Buddhism, in addition to Sōtō and Rinzai. Often termed the third sect of Zen Buddhism in Japan, Ōbaku-shū was established in 1661 by a small faction of masters from China and their Japanese students at Manpuku-ji in Uji, Japan. Today Manpuku-ji serves as the Ōbaku's head temple, with 420 subtemples spread throughout Japan as of 2006. In addition to their contribution to the culture of Zen in Japan, the Ōbaku also "disseminated many aspects of Ming-period culture" in the country.
We present a method for the interactive generation of stylised letters, curves and motion paths that are similar to the ones that can be observed in art forms such as graffiti and calligraphy. We define various stylisations of a letter form over a common g ...
ACM2017
Explores multilinear groin and determinants, including the Sarrus rule and proof by induction.
Covers the basics of real analysis, including functions, limits, and max/min functions.
Explores the Peierls argument and its application in the Ising Model.