• Title/Summary/Keyword: Period Characterized

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A study on the characteristics of housing product and housing-builders' strategies (주택생산의 특성과 주택사업자의 사업 전략)

  • 진미윤;한수진
    • Proceeding of Spring/Autumn Annual Conference of KHA
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    • 2002.11a
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    • pp.255-261
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    • 2002
  • The purpose of this study was to identify the characteristics of housing product through housebuilders' strategies. As a methodology for this study, literature survey and questionnaire survey were used. Questionnaires were delivered on mail to 232 housing-builders and return rate was 34.1%. In summary, housing product was characterized long gestation period, periodically building cycle, future uncertainty of market volatility, maximization of land development gain, utilization of public fund for continuous building activity, moral hazard by accidental bankruptcy. Therefore private housebuilding could be defined speculative industry.

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Solitary Plasmacytoma of the Lung - Report of a Case - (폐에 발생한 고립성 형질세포종 1례 보고)

  • 박만실
    • Journal of Chest Surgery
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    • v.19 no.1
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    • pp.148-152
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    • 1986
  • Solitary plasmacytoma of the lung are extremely rare, and are sorts of plasma cell dyscrasia which are characterized by the elaboration of excessive amount of immunoglobulin or their constituent units. We experienced one case of plasmacytoma on the left lower lobe which was treated by left pneumonectomy. It was proven that the plasmacytoma produced immunoglobulin M and kappa chain by immunofluorescent technique. During the follow up period, 2 1/2 years after surgical removal of tumor mass, there were no local recurrence and dissemination.

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Development of Deep Draught Semisubmersible Shape (심흘수 반잠수식 해양구조물 (DDS) 형상 개발 연구)

  • Lee, Jin-Ho;Lee, June-Young;Kim, Byung-Woo
    • Journal of Ocean Engineering and Technology
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    • v.22 no.5
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    • pp.138-141
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    • 2008
  • This paper treats the development of a new type of deep draught semisubmersible offshore structural shape that has excellent heave motion response and less down-time. This new type of semisubmersible shape is characterized by heave dampers at each pontoon corner and appropriate column size adjustment to achieve the desired cancellation and resonance motion period. It was found that the final model had efficient workability, based on the wavescatter diagrams for the GoM and North Atlantic ocean, due to less heave motion, although the specific heave response at the 100 year return period wave condition in the North Atlantic was more or less increased.

Physiological characterization of SP816 bacteriophage (SP816 박테리오파아지의 생리적 특성)

  • 이오형
    • Korean Journal of Microbiology
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    • v.24 no.2
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    • pp.161-167
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    • 1986
  • Some of the physiological properties of Sp816 bacteriophage of Bacillus subtilis SNU816 were characterized. It could form plaques on either B. subtilis SNU816 or B. natto 8102, but not on any other bacillus strains investrgated. Its plaque morphology was circular with a diameter of less than 1.0mm and had a narrow halo surrounding the clear center. Its latent period was 34-36 min and had a burst size of 547. It was most stable at pH 6.0, and rapidly inactivated at $60^{\circ}C$ with a initial deaty rate of -0.216 $min^{-1}$. Host range, thermal inactivation rate at $60^{\circ}C$, pH stability, and UV sensitivity revealed that SP816 was quite different from any other phages investigated together but seemed to be rather related to B. natto phages.

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OPTIMAL LIQUIDATION OF A LARGE BLOCK OF STOCK WITH REGIME SWITCHING

  • Shin, Dong-Hoon
    • Bulletin of the Korean Mathematical Society
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    • v.48 no.4
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    • pp.737-757
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    • 2011
  • This work is concerned with an optimal selling rule for a large position of stock in a market. Selling a large block of stock in a short period typically depresses the market, which would result in a poor filling price. In addition, the large selling intensity makes the regime more likely to be poor state in the market. In this paper, regime switching and depressing terms associated with selling intensity are considered on a set of geometric Brownian models to capture movements of underlying asset. We also consider the liquidation strategy to sell much smaller number of shares in a long period. The goal is to maximize the overall return under state constraints. The corresponding value function with the selling strategy is shown to be a unique viscosity solution to the associated HJB equations. Optimal liquidation rules are characterized by a finite difference method. A numerical example is given to illustrate the result.

Radiation-Induced Glioblastoma Multiforme in a Remitted Acute Lymphocytic Leukemia Patient

  • Joh, Dae-Won;Park, Bong-Jin;Lim, Young-Jin
    • Journal of Korean Neurosurgical Society
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    • v.50 no.3
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    • pp.235-239
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    • 2011
  • Radiation therapy has been widely applied for cancer treatment. Childhood acute lymphocytic leukemia (ALL), characterized by frequent central nervous system involvement, is a well documented disease for the effect of prophylactic cranio-spinal irradiation. Irradiation, however, acts as an oncogenic factor as a delayed effect and it is rare that glioblastoma multiforme develops during the remission period of ALL. We experienced a pediatric radiation-induced GBM patient which developed during the remission period of ALL, who were primarily treated with chemotherapeutic agents and brain radiation therapy for the prevention of central nervous system (CNS) relapse. Additionally, we reviewed the related literature regarding on the effects of brain irradiation in childhood and on the prognosis of radiation induced GBM.

The Safety Stock Determination by the Optimal Service Level and the Forecasting Error Correcting (최적서비스수준과 예측오차수정에 의한 안전재고 결정)

  • 안동규;이상용
    • Journal of Korean Society of Industrial and Systems Engineering
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    • v.19 no.37
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    • pp.31-40
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    • 1996
  • The amount of safety stock is decided from various information such as the forecasted demand, the lead time, the size of the order quantity and the desired service level. There are two cases to consider the problem of setting safety stock when both the demand in a period and the lead time are characterized as random variables: the first case is the parameters of the demand and lead time distributions are known, the second case is they are unknown and must be estimated. The objective of this study is to present the procedure for setting safety stocks in the case the parameters of the demand and lead time distributions are unknown and must be estimated. In this study, a simple exponential smoothing model is used. to generate the estimates of demand in each period and a discrete distribution of the lead time is developed from historical data, and the optimal service level is used which determined to consider both of a backorder and lost sale.

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Pathological studies on Expired Guinea Pigs due to Epizootic Streptococal Infection (유행성 연쇄상구균 감염에 의해 폐사된 기니픽의 병리학적 연구)

  • Son, Woo-Chan;Lee, Sang-Koo
    • Korean Journal of Veterinary Pathology
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    • v.1 no.1
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    • pp.61-65
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    • 1997
  • Epizootic streptococal infction is one of the common disease in guinea pig. We have confirmed 54 case of epizootic streptococal infection in guinea pig by histopathology and epidemiology. Grossly infection is characterized by the presense one to several enlarged lymph nodes particularly of the mandible cervical lymph nodes and accompanied by pleuropneumonia. Histologically there were lymphadenitis with abscesses surrounded by loose connective tissue fibrinopurulent pneumonia pleuritis myocarditis pericarditis and peritonitis. Epidemiological survey revealed that mortality was high in young adult female(15.1%) and changeable weather season such as spring and fall. From findings it was suggested that epizootic streptococal infection of guinea pig begin to infect in breeding colony around weaning period and died from that infection at animal facility during the quarantine period.

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On the Subsemigroups of a Finite Cyclic Semigroup

  • Dobbs, David Earl;Latham, Brett Kathleen
    • Kyungpook Mathematical Journal
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    • v.54 no.4
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    • pp.607-617
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    • 2014
  • Let S = C(r,m), the finite cyclic semigroup with index r and period m. Each subsemigroup of S is cyclic if and only if either r = 1; r = 2; or r = 3 with m odd. For $r{\neq}1$, the maximum value of the minimum number of elements in a (minimal) generating set of a subsemigroup of S is 1 if r = 3 and m is odd; 2 if r = 3 and m is even; (r-1)/2 if r is odd and unequal to 3; and r/2 if r is even. The number of cyclic subsemigroups of S is $r-1+{\tau}(m)$. Formulas are also given for the number of 2-generated subsemigroups of S and the total number of subsemigroups of S. The minimal generating sets of subsemigroups of S are characterized, and the problem of counting them is analyzed.

Aggressiveness in Plasmopara halstedii (sunflower downy mildew)

  • Sakr, Nachaat
    • The Plant Pathology Journal
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    • v.27 no.2
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    • pp.110-115
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    • 2011
  • Aggressiveness was studied in seven Plasmopara halstedii (sunflower downy mildew) pathotypes: 100, 300, 304, 314, 704, 710 and 714. Aggressiveness criteria including percentage infection, latent period, sporulation density and reduction of hypocotyl length (dwarfing) were analysed in one sunflower inbred line showing a high level of quantitative resistance. Genetic relationships were detected between the seven pathotypes using 12 EST-derived markers. Pathotypes 100, 300, 304 and 314 were characterized with shorter latent period and higher sporulation density than pathotypes 710, 704 and 714. All pathotypes showed high percentage infection values and caused a large reduction in seedling size except for pathotype 314 involved in dwarfing. Pathotypes 714, 704 and 314 had an intermediary genetic position between the pathotypes 100 and 710. No correlation was detected between aggressiveness traits and EST genotypes.