• Korean Journal of Plant Resources
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• v.22 no.3
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• pp.209-214
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• 2009

To facilitate the introgression of F. esculentum into the traits of F. homotropicum, several accessions of the hybrids between these two species were pollinated with F. esculentum as the recurrent parent. The embryo in vitro rescue was performed to increase the recovery of backcross progenies. The $F_{2}$ generation was more amenable than $F_{1}$ hybrids to produce backcross progenies. The $F_{1}$ hybrids were backcrossed twice with common buckwheat (pin-type F. esculentum) (recurrent backcrossing). Also, alternate backcrosses with common buckwheat and F. homotropicum (congruity backcrossing) were carried out. Pollen tube growth of BC$F_{1}$ ${\times}$ F. esculentum (thrum) and F. homotropicum ${\times}$ BC$F_{1}$ was the disturbed penetration exceeded for all initial interspecific hybrids, and its requirement was proportionally lower when the common buckwheat was used as the recurrent parent and as the last parent of congruity hybrids. Effects of both common buckwheat and F. homotropicum on seed success rate for hybridization were observed. Growth of hybrid embryos before rescue, regeneration of mature hybrids all increased recurrent and congruity backcrosses and inter-crosses between $F_{1}$ plants and selected fertile plants of the second congruity backcrosses.

• Food Science and Biotechnology
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• v.16 no.2
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• pp.285-289
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• 2007

A 3% suspension of heat-stabilized defatted rice bran was treated with papain, followed by inactivating the enzyme by heat, and centrifuged. The supernatant was subjected to ultrafiltration, and fractions with various molecular sizes, F1 (>30 kDa), F2 (10-30 kDa), F3 (5-10 kDa), F4 (3-5 kDa), and F5 (3 kDa<), were freeze-dried, and evaluated for antimutagenicity by Ames test using Salmonella typhimurium TA 100 against phenazine methosulfate. The F3 fraction containing highest antimutagenicity from ultrafiltration was separated into 6 fractions by DEAE-Sephadex A-25 ion-exchange column chromatography (F3-1-F3-6). Each fractions having protein contents were pooled, dialyzed, freeze dried, and evaluated for antimutagenicity. Among the six fractions, the F3-1, F3-2, and F3-6 fractions showed antimutagenicity, which were 80.2, 53.4, and 58.6% at concentration of $100\;{\mu}g/plate$, respectively. These F3-1, F3-2, and F3-6 fractions were subjected to Sephadex G-50 gel filtration column chromatography for further purification. Among the purified fractions, the F3-1-1, F3-2-2, and F3-6-1 fractions showed antimutagenicity of 84.5, 58.6, and 69.8% at concentration of $100\;{\mu}g/plate$, respectively. It is thought that these peptides can find application for nutraceutical and pharmaceutical products.

• Proceedings of the Plant Resources Society of Korea Conference
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• 2018.04a
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• pp.35-35
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• 2018

터리풀속(Filipendula)은 장미과(Rosaceae), 장미아과(Rosoideae)에 속하는 다년생 초본이며, 북반구 온대지역의 산지지역에 서식하며 15-20여 종이 보고되어 있고, 이 중 10여종이 한국, 중국, 일본, 타이완 등의 동아시아 지역에 분포한다. 본 연구의 목적은 DNA 염기서열 자료를 이용하여 터리풀속(Filipendula)내 종들간의 계통관계를 규명하기 위하여 본 연구를 수행하였다. 이를 위해서 11종 29개체의 터리풀속(Filipendula)샘플과 외군인 산딸기나무속(Rubus)에 속하는 3종 5개체의 샘플을 이용하였다. 추가로 Genbank에서 3속 10종 18개의 염기서열을 다운받아 비교분석에 이용하였다. 계통연구를 위하여 엽록체에 존재하는 atpF-atpH, psbK-psbI, psbA-trnH, matK, rbcL, 5개 마커와 핵에 존재하는 ITS, 총 6개 마커의 염기서열을 생산하였다. 총 52개의 샘플에 대하여 엽록체유전체 5개 마커지역은 염기서열 길이가 3,485bp였고 핵 ITS지역은 631bp였으며, 이들을 합한 염기서열 길이는 4,116bp였다. 계통분석결과, 터리풀속(Filipendula)은 단계통군을 이루었다. F. occidentalis와 F. vulgaris가 기저분류군을 이루었고 이들은 각각의 아속에 해당한다. 그리고 나머지 종들은 모두 하나의 단계통군을 이루었다. 위의 결과들은 1961년 시미즈가 본 속을 Hypogyna아속, Filipendula아속, Ulmaria아속으로 나눈 분류시스템과 일치한다. 나아가 분자계통수에서 Ulmaria아속은 크게 4개의 subclade로 구분되었다. 먼저 subclade I에는 F. vestita, F. kiraishiensis, F. tsuguwoi, F. multijiuga, F. purpurea 등 5개 종으로 구성되었다. Subclade II는 F. ulmaria 한 종으로만 구성되었다. Subclade III에는 F. glaberrima, F. koreana, F. formosa, F.camtschatica 로 구성되었으며 subclade III에는 한국에 서식하는 3종이 포함되었다. Subclade IV에는 F. rubra, F. angustiloba, F. palmata, F. intermedia 4종으로 구성되었다. 이번연구에서는 Ulmaria아속내에 4개의 subclade가 존재함이 처음으로 확인되었다.

• Korean Journal of Mathematics
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• v.19 no.2
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• pp.171-180
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• 2011

In this paper, we study the superstability problem bounded by two-variables of Th. M. Rassias type for the generalized sine functional equations $$g(x+y)f(x-y)=f(x)^2-f(y)^2 \\ f(x+y)g(x-y)=f(x)^2-f(y)^2 \\ g(x+y)g(x-y)=f(x)^2-f(y)^2$$, which does not use his iteration method.

• Honam Mathematical Journal
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• v.34 no.3
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• pp.375-379
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• 2012

We find a general solution $f:G{\rightarrow}G$ of the symmetric functional equation $$x+f(y+f(x))=y+f(x+f(y)),\;f(0)=0$$ where G is a 2-divisible abelian group. We also prove that there exists no measurable solution $f:\mathbb{R}{\rightarrow}\mathbb{R}$ of the equation. We also find the continuous solutions $f:\mathbb{C}{\rightarrow}\mathbb{C}$ of the equation.

• Journal of the Chungcheong Mathematical Society
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• v.28 no.1
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• pp.127-138
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• 2015

In this paper, we introduce the notion of f-derivation in a BE-algebra, and consider the properties of f-derivations. Also, we characterize the fixed set $Fix_d(X)$ and Kerd by f-derivations. Moreover, we prove that if d is a f-derivation of a BE-algebra, every f-filter F is a a d-invariant.

• Proceedings of the Korean Institute of Intelligent Systems Conference
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• 1998.06a
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• pp.526-530
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• 1998

In this note by considering the notions of F-polygroups, the product of F-polygroups, F-subpolygroups and (weak) normal F-subpolygroups two questions are given. Then by an example it is shown that the answer of one of the questions (posed in the paper [12]) is in general negative. In other words, the product of two normal F-subpolygroups need not be normal.

• Journal of the Korean Statistical Society
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• v.24 no.1
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• pp.111-125
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• 1995

Let $F_1$ and $F_2$ be two F ratios with independent numerators and a common denominator. They are known to be positively dependent. The probabilities of simultaneous rejection and conditional rejection are numerically computed for both null and nonnull cases. The probabilities are presented in tables and graphics to show the influence of the seven parameters, the degrees of freedom of the numerators and the denominator, the non-centralities of the numerators, and the two levels of significance of the tests. The values of the correlation coefficient between $F_1$ and $F_2$ are also presented. Finally, a conjecture on the dependence order of the family of distributions of $(F_1, F_2)$ is given.

• Korean Journal of Mathematics
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• v.28 no.2
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• pp.159-168
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• 2020

In this paper, we investigate Hyers-Ulam-Rassias stability of a functional equation f(x + ky) + f(x - ky) - k²f(x + y) - k²f(x - y) + 2(k² - 1)f(x) + (k² + k³)f(y) + (k² - k³)f(-y) - 2f(ky) = 0.

• Communications of the Korean Mathematical Society
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• v.20 no.4
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• pp.641-644
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• 2005

Let L/F be a Galois quadratic extension such that F contains a primitive n-th root of 1. Let N = L(${\alpha}^{{\frac{1}{n}}$) where ${\alpha}{\in}L{\ast}$. We show that if $N_{L/F}({\alpha})\;{\in}L^n{\cap}F$, and [N : L] = m, then $G(N/ F) {\simeq}D_m$ or generalized quaternion group whether $N_{L/F}({\alpha})\;{\in}\;F^n\;or\;{\notin}F^n$, respectively.