• Title/Summary/Keyword: xSelection

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Eu3+ Luminescence in Two-Dimensional Sr2-2xEuxKxSnO4 with K2NiF4 Structure (2차원적 K2NiF4형 구조의 Sr2-2xEuxKxSnO4에서 Eu3+ 이온의 Luminescence)

  • Yo, Chul-Hyun;Minh Chau, P.T.;Ryu, Kwang-Hyun;Kim, Anh-T.
    • Journal of the Korean Chemical Society
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    • v.41 no.4
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    • pp.175-179
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    • 1997
  • Luminescence of $Eu^{3+}$ has been studied in $Sr_{2-2x}Eu_xK_xSnO_4$ with two-dimensional $K_2NiF_4$ structure. The $^5D_o$$^7F_o$$Eu^{3+}$ ion represents the J=0 → J=0 transition which is forbidden by a Judd-Ofelt selection rule for electric dipole transition in 4f shell of $Eu^{3+}$ ions. However, the emission line of $^5D_o$$^7F_o$$Eu^{3+}$ emission spectra of Sr2-2xEuxKxSnO4$Sr_{2-2x}Eu_xK_xSnO_4$structure around $Eu^{3+}$ ions.

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Efficient Simulated Annealing Algorithm for Optimal Allocation of Additive SAM-X Weapon System (Simulated Annealing 알고리듬을 이용한 SAM-X 추가전력의 최적배치)

  • Lee, Sang-Heon;Baek, Jang-Uk
    • IE interfaces
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    • v.18 no.4
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    • pp.370-381
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    • 2005
  • This study is concerned with seeking the optimal allocation(disposition) for maximizing utility of consolidating old fashioned and new air defense weapon system like SAM-X(Patriot missile) and developing efficient solution algorithm based on simulated annealing(SA) algorithm. The SED(selection by effectiveness degree) procedure is implemented with an enhanced SA algorithm in which neighboring solutions could be generated only within the optimal feasible region by using a specially designed PERTURB function. Computational results conducted on the problem sets with a variety of size and parameters shows the significant efficiency of our SED algorithm over existing methods in terms of both the computation time and the solution quality.

MICHAEL'S SELECTION THEORIES AND THEIR APPLICATIONS

  • CHO, MYUNG HYUN
    • Honam Mathematical Journal
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    • v.20 no.1
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    • pp.135-145
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    • 1998
  • In this paper, we focus on the convex-valued selection theorem out of four main selection theorems; zero-dimensional, convex-valued, compact-valued, finite-dimensional theorems based on Michael's papers. We prove some theorems about lower semi-continuous set-valued mappings, and derive some applications to closed continuous set-valued mappings and to functional analysis. We also give a partial solution to the open problem posed by Engelking, Heath, and Michael.

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A SELECTION PROCEDURE FOR GOOD LOGISTICS POPULATIONS

  • Singh, Parminder;Gill, A.N.
    • Journal of the Korean Statistical Society
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    • v.32 no.3
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    • pp.299-309
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    • 2003
  • Let ${\pi}_1,...,{\pi}_{k}$k($\geq$2) independent logistic populations such that the cumulative distribution function (cdf) of an observation from the population ${\pi}_{i}$ is $$F_{i}\;=\; {\frac{1}{1+exp{-\pi(x-{\mu}_{i})/(\sigma\sqrt{3})}}},\;$\mid$x$\mid$<\;{\infty}$$ where ${\mu}_{i}(-{\infty}\; < \; {\mu}_{i}\; <\; {\infty}$ is unknown location mean and ${\delta}^2$ is known variance, i = 1,..., $textsc{k}$. Let ${\mu}_{[k]}$ be the largest of all ${\mu}$'s and the population ${\pi}_{i}$ is defined to be 'good' if ${\mu}_{i}\;{\geq}\;{\mu}_{[k]}\;-\;{\delta}_1$, where ${\delta}_1\;>\;0$, i = 1,...,$textsc{k}$. A selection procedure based on sample median is proposed to select a subset of $textsc{k}$ logistic populations which includes all the good populations with probability at least $P^{*}$(a preassigned value). Simultaneous confidence intervals for the differences of location parameters, which can be derived with the help of proposed procedures, are discussed. If a population with location parameter ${\mu}_{i}\;<\;{\mu}_{[k]}\;-\;{\delta}_2({\delta}_2\;>{\delta}_1)$, i = 1,...,$textsc{k}$ is considered 'bad', a selection procedure is proposed so that the probability of either selecting a bad population or omitting a good population is at most 1­ $P^{*}$.

Genetic Selection Problems under Multivariate Normal Distribution (다변량 정규분포에서의 선발효과(I): 유전편차의 비율에 대하여)

  • Shin, Han Poong
    • Journal of the Korean Statistical Society
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    • v.3 no.1
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    • pp.59-63
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    • 1974
  • 표현형 변수 Y가 유전변수 X와 환경변수 E로 표시되고 X와 E가 상호독립이며 각각 다음과 같은 정규분포를 한다고 하자. $$X\simN(\mu,\sigma^2), E\simN)0,\omega^2)$$ 대체로 $Y \geq y$이거나 $Y \leq y$인 형태일 때 유전 및 육동적 선발은 Y=X+E의 형태로 나타난다. 롭슨[3]은 선발을 반복하였을 때 유전변수 X의 평균기대치와 유전변수 X의 조건부분포의 영향을 연구하였고 이와같은 일변량분포의 경우 선발의 효과는 전분산에 대한 유전분산의 비에 달려있다 하였다. 이러한 선발모형을 p-차원 공간에 적용하면 유전편차의 비율을 구할 수 있다.

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Studies on the Selection of Mutation in Rice Treated with Ethyl Methanesulfonate (Ethyl Methanesulfonate처리에 의한 수도 돌연변이에 관한 연구)

  • Kwon, S.H.;Lee, Y.I.
    • KOREAN JOURNAL OF CROP SCIENCE
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    • v.24 no.2
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    • pp.27-34
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    • 1979
  • Dormant rice seeds were treated with different levels of ethyl methanesulfonate(EMS) and sown directely on the well managed seed beds and the ontogenetically different tillers of $_{x}\textrm{M}_1 plants were marked as they are developed. The biological effects of $_{x}\textrm{M}_1 plant and mutation frequency of $_{x}\textrm{M}_2 were investigated. utation frequency evaluated with tiller groups and $_{x}\textrm{M}_1 sterility, differs from the results reported with radiation treatment. Hence, selection of $_{x}\textrm{M}_1 panicle of primary or secondary tillers could be recommended for increase mutation frequency in $_{x}\textrm{M}_2 generation.

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Heritability and Genetic Gains for Height Growth in 20-year-Old Korean White Pine in Korea

  • Shin, Man-Yong;Park, Hyung-Soon;Cho, Yoon-Jin;Chung, Dong-Jun
    • Korean Journal of Plant Resources
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    • v.19 no.6
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    • pp.677-679
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    • 2006
  • The objectives of this study were to examine the genetic variation of 20-year-old tree height and to estimate heritabilities and genetic gains of Korean white pine. Analysis of variance showed that families and family x block interaction had the significant (p=0.01) effects on tree height. However, family variation appears to be much greater than the variation due to family x block interaction. Individual tree heritability was higher ($h_I^2=0.73$) than family heritability, ($h_F^2=0.83$) therefore, combined selection showed the largest genetic gain (17.76%) in a given equal intensity of selection.

THE APPLICATION OF STOCHASTIC DIFFERENTIAL EQUATIONS TO POPULATION GENETIC MODEL

  • Choi, Won;Choi, Dug-Hwan
    • Bulletin of the Korean Mathematical Society
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    • v.40 no.4
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    • pp.677-683
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    • 2003
  • In multi-allelic model $X\;=\;(x_1,\;x_2,\;\cdots\;,\;x_d),\;M_f(t)\;=\;f(p(t))\;-\;{\int_0}^t\;Lf(p(t))ds$ is a P-martingale for diffusion operator L under the certain conditions. In this note, we examine the stochastic differential equation for model X and find the properties using stochastic differential equation.

ON THE RATIO X/(X + Y) FOR WEIBULL AND LEVY DISTRIBUTIONS

  • ALI M. MASOOM;NADARAJAH SARALEES;WOO JUNGSOO
    • Journal of the Korean Statistical Society
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    • v.34 no.1
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    • pp.11-20
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    • 2005
  • The distributional properties of R = X/(X + Y) and related estimation procedures are derived when X and Y are independent and identically distributed according to the Weibull or Levy distribution. The work is of interest in biological and physical sciences, econometrics, engineering and ranking and selection.