• 제목/요약/키워드: Korean origin

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Transposition of Anterior Choroidal Artery and Posterior Communicating Artery Origin

  • Choi, Chan Young;Lee, Chae Heuck
    • Journal of Korean Neurosurgical Society
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    • 제52권3호
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    • pp.240-242
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    • 2012
  • The anterior choroidal artery has several kinds of variations. Among them, the transposition of anterior choroidal artery and posterior communicating artery origins has been extremely rare. We report a case with cerebral aneurysm arising from posterior communicating artery which origin was distal to the anterior choroidal artery and review the relevant literature.

한방 처방의 통계적 연구( I ) -생약의 처방 출현 빈도 및 기원 분포- (Statistical Studies on the Formularies of Oriental Medicine ( I ) -Prescription Frequency and their Origin Distribution of Herb Drugs-)

  • 홍문화
    • 생약학회지
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    • 제3권2호
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    • pp.57-64
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    • 1972
  • For the purpose of scientific evaluation of oriental medicine, statistical analyses of oriental medicine formularies have been attempted. Four hundred and sixty seven prescriptions in 'Bang-Yak-Hap-Pyon', the most popular formulary of oriental medicine in Korea, were analysed to obtain statistical characteristics on the prescription frequency and origin distribution of two hundred and ninety three herb drugs.

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불명열(不明熱)을 주소(主訴)로 하는 환아(患兒)의 임상예(臨床例) 보고(報告) (Case reports on children with FUO(Fever unknown origin))

  • 민상연;김장현
    • 대한한방소아과학회지
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    • 제14권1호
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    • pp.189-196
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    • 2000
  • Recently, By the climatic change and increased resistance to antibiotics, diseases with atypical fever are increasing. FUO(Fever unknown origin) is defined' as fever persisting for $1{\sim}3weeks$ which origins are not found. through the reports of two clinical cases presenting FUO, I pretend to show the orient-medical and west-medical approachs to FUO.

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SOME ANALYTIC IRREDUCIBLE PLANE CURVE SINGULARITIES

  • Kang, Chung-Hyuk
    • 대한수학회지
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    • 제33권2호
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    • pp.367-379
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    • 1996
  • Let $V = {(z, y) : f(z, y) = z^n + Ay^\alpha z^p + y^\beta z^q + y^k = 0}$ and $W = {(z, y) : g(z, y) = z^n + By^\gamma z^s + y^\delta z^t + y^k = 0}$ be germs of analytic irreducible subvarieties of a polydisc near the origin in $C^2$ with n < k and (n, k) = 1 where A and B are complex numbers. Assume that V and W are topologically equivalent near the origin.

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단층의 지질학적 성인과 구조지질학적 특성 (Geological origin and Structural characteristics of Faults)

  • 윤운상;임형규;정의진
    • 한국지반공학회:학술대회논문집
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    • 한국지반공학회 2007년 가을학술발표회
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    • pp.138-146
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    • 2007
  • The 'Fault' has been common interests to the structural geologists, geotechnical engineers and civil engineers. The 'Fault' is very important factor to evaluate to the geotechnical stability. In this paper, geological origin and classification of faults with structural geological features are described. These geological characteristics of faults are useful to understand and detect of faults for engineering practice.

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무치하악골에 있어서 신거상근의 기시 (ORIGIN OF LEVATOR MENTI MUSCLE IN THE EDENTULOUS MANDIBLES)

  • 조용명;이서해
    • 대한치과의사협회지
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    • 제10권8호
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    • pp.499-501
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    • 1972
  • The origin of the 15 levator menti muscles were examined by dissection. The cadavers had been fixed in formalin. The following observations were made. Sixty-six per cent of the muscles examined originated on the crest of the bone of the residual ridge. Twenty per cent of the muscles originated between the crest of the residual ridge and the fornix of the Iabial vestibule.

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엽류한약재(葉類韓藥材)의 기원(起源)에 관(關)한 형태학적(形態學的) 고찰(考察) (A morphological study on the origin of Folium)

  • 주영승
    • 대한한의학회지
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    • 제19권2호
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    • pp.411-419
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    • 1998
  • For the purpose of external and internal morphological study on the origin of Folium, writing on herbolagy have been thoroughly reviewed. The object herb medicine(9 kinds) is Lophatheri Folium(Herba), Isatidis Folium, Eoriobotryae Folium, Mori Folium, Perillae Folium, Artemisiae argi Folium, Phyllostachys Folium, Clerodendri Folium, Biotae Folium(Cacumen). After this study, additional experimental verification is required as a matter of fact. As comparison materials, this thesis will be utilized.

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A Kohn-nirenberg example using lower degree

  • Yi, Jeong-Seon
    • 대한수학회논문집
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    • 제11권1호
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    • pp.81-87
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    • 1996
  • We will construct polynomials of degree 6 in z and $\bar{z}$ on $C^2$ which gives, via its coefficient $\beta$ as a parameter, a family of pseudoconvex domains $\Omega_\beta$ in $C^2$ with the origin being a boundary point, and show that the domains $\Omega_\beta$ has no peak functions of class $c^1$ at the origin and has no holomorphic support functions for $1 \leq \beta < \frac{9}{5}$.

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