• Title/Summary/Keyword: beautiful

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Multimedia Features at Mobile Handsets in Near Future

  • Eom, Min-Young;Lee, N.S.
    • Proceedings of the IEEK Conference
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    • 2008.06a
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    • pp.1051-1052
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    • 2008
  • As the mobile phone has multi functions and high performance, multimedia processors have an important roles in handsets. Recently high resolution camera (above 5M pixels), HD Camcording and beautiful UI which Using OpenVG or OpenGL are adopted in mobile phone. So we are introduced the function multimedia processor and guide to mobile phone engineers to meet multimedia features.

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A Study on the Bee-chy-mo (배취모소고)

  • 김영재
    • Journal of the Korean Society of Costume
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    • v.38
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    • pp.359-368
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    • 1998
  • Bee-chy is the name of a bird as well as of a jade. This study is about Bee-chy-mo which only Royalty had used in the Shilla period. Bee-chy is a bird which belongs to Alcedinid-ae, and is called as“Ruddy Kingfish”,“Black-capped Kignfish”,“Common Kingfish”. It is distributed all over the world only except for the South Pole. The colors of Black-capped Kingfish and Common Kingfish's feathers are bright green or deep blue. The feather was so beautiful that people already used it in ancient China. Feather garments as well as decorations with Kingfish feathers were popularized in Tang period. Bee-chy-mo was used by attaching Kingfish feathers to decorations or weaving clothes with Kingfish feathers.

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Fashion Information Providers' Job Satisfaction (패션정보제공업무 종사자의 직무만족)

  • Hur, Jin-Hee;Ku, Yang-Suk
    • Fashion & Textile Research Journal
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    • v.10 no.1
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    • pp.59-67
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    • 2008
  • The purpose of this study was to investigate the job satisfaction of fashion information providers. This study was performed by interview with 14 fashion information providers from April to May 2007. There were three categories on factors influencing fashion information providers' recognitions of job satisfaction (workplace atmosphere, job description, and personal characteristics).

TEDA-footbridge Design, Tianjin, China (중국 천진 태달대로(泰達大路) 보도육교 디자인)

  • Park, Sun-Woo;Kang, Chul-Hee
    • 한국공간정보시스템학회:학술대회논문집
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    • 2004.05a
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    • pp.184-189
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    • 2004
  • This paper deals with design processing for TEDA-footbridge in Tianjin, China. The pedestrian cross over TEDA(Technology and Economy Development Area)-street as main street bridging both different areas in Tianjin. For resonable beautiful footbridge it need to technical mind and art. 'Science, not intuition, the tool of creativity' Starting with structure planning it need to cooperate both engineering and architect. We must solve a gaps between technology and art for structural design.

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Application of Human Engineering Design Approach in Female Garments (여성의류에 있어 인간공학응용사례)

  • 이승경;윤창규
    • Journal of the Ergonomics Society of Korea
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    • v.1 no.1
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    • pp.12-16
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    • 1982
  • 한국여성의 체위에 맞는 의류를 개발하기 위하여 인체계측과 Moire 사진촬영법을 이용하여 체위와 체형조사를 실시하였으며 몸매에 대한 의식조사를 통하여 한국여성이 이상적으로 생각하는 몸매를 조사하였다. 이러한 결과를 바탕으로 연령과 체형에 따른 B.P (beautiful proportion)을 구할수 있었으며 b.P에 따른 인체모형(dummy)를 제작하여 실제생산에 사용하고 있다. 아울러 새로운 형태의 크기 (size) 표시방법을 개발함으로써 소비자가 좀더 쉽게 자기 몸에 맞는 의류를 선택 할 수있도록 하였다.

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The Theory of Linguistic Semantic Interpretation Rule using Fuzzy Definition (퍼지 논리를 이용한 컴퓨터 언어해석 구현 규칙의 이용법)

  • 진현수
    • Proceedings of the IEEK Conference
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    • 2003.11b
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    • pp.227-230
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    • 2003
  • We can not distinguish semantism of the feature of the current language “big”, “small”, “beautiful”. But we study artificial linguistic interface work and convert natural language to digital binary linguistic theory, we should define the basical conversion process. When we utilize the sum of product fuzzy theory and the visible numerical value, we can establish reasoning rule of input language. Fuzzy theory should be converted to general resulting rule.

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Partial Fraction Expansions for Newton's and Halley's Iterations for Square Roots

  • Kouba, Omran
    • Kyungpook Mathematical Journal
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    • v.52 no.3
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    • pp.347-357
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    • 2012
  • When Newton's method, or Halley's method is used to approximate the pth root of 1-z, a sequence of rational functions is obtained. In this paper, a beautiful formula for these rational functions is proved in the square root case, using an interesting link to Chebyshev's polynomials. It allows the determination of the sign of the coefficients of the power series expansion of these rational functions. This answers positively the square root case of a proposed conjecture by Guo(2010).

ARCHITECTURE TRAVEL - Beautiful European Cities - Visited for "2008 KAA Architecture Tour" (건축기행 - '유럽의 아름다운 도시들' - 2008 한국건축문화대상 수상자 건축기행)

  • Shin, Chun-Gyu
    • Korean Architects
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    • s.476
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    • pp.61-70
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    • 2008
  • 2008 KAA(Korean Architecture Award) Architecture Tour is a part of KAA Annual program and given to award winners as a reward. In the year, 22 award winners including architects, contractors and members of award committee had travelled to $M{\ddot{u}}nchen$, Saltburg, Wien, Budapest and Praha from Oct. 24. Chun Gyu Shin is a presidential award winner in the private sector with his Aimsak Factory Project in the year.

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A symbolical footbridge design as a gate in east-north Seoul (서울 동북지역 관문 상징육교 디자인)

  • Park, Sun-Woo;Song, Tae-Sub
    • Proceeding of KASS Symposium
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    • 2005.05a
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    • pp.83-88
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    • 2005
  • This paper deals with design processing for in a east- north Seoul. The pedestrian cross over main street through Seoul and Uijongbu. For resonable beautiful footbridge it need to technical mind and art. The method of process for this footbridge approached in both the field of science and art. Starting with structure planning it need to cooperate both engineering and architect. To design a resonable and economical structural master piece, everyone must solve a gaps between technology and art for structural design.

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A FAST CONSTRUCTION OF GENERALIZED MANDELBROT SETS USING MAIN COMPONENTS WITH EPICYCLOIDAL BOUNDARIES

  • Geum, Young-Hee;Lee, Kang-Sup;Kim, Young-Ik
    • The Pure and Applied Mathematics
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    • v.14 no.3
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    • pp.191-196
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    • 2007
  • The main components in the generalized Mandelbrot sets are under a theoretical investigation for their parametric boundary equations. Using the boundary geometries, a fast construction algorithm is introduced for the generalized Mandelbrot set. This fast algorithm definitely reduces the construction CPU time in comparison with the naive algorithm. Its graphic implementation displays the mysterious and beautiful fractal sets.

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