• Journal of applied mathematics & informatics
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• 제32권3_4호
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• pp.331-341
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• 2014

In this article we introduce the sequence spaces $_2c^I_0(f,p)$, $_2c^I(f,p)$ and $_2l^I_{\infty}(f,p)$ for a modulus function f, where $p=(p_k)$ is a sequence of positive reals and study some of the properties of these spaces.

• Kyungpook Mathematical Journal
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• 제56권1호
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• pp.107-120
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• 2016

Let R be a commutative semiring. The purpose of this note is to investigate the concept of 2-absorbing (resp., weakly 2-absorbing) primary ideals generalizing of 2-absorbing (resp., weakly 2-absorbing) ideals of semirings. A proper ideal I of R said to be a 2-absorbing (resp., weakly 2-absorbing) primary ideal if whenever $a,b,c{\in}R$ such that $abc{\in}I$ (resp., $0{\neq}abc{\in}I$), then either $ab{\in}I$ or $bc{\in}\sqrt{I}$ or $ac{\in}\sqrt{I}$. Moreover, when I is a Q-ideal and P is a k-ideal of R/I with $I{\subseteq}P$, it is shown that if P is a 2-absorbing (resp., weakly 2-absorbing) primary ideal of R, then P/I is a 2-absorbing (resp., weakly 2-absorbing) primary ideal of R/I and it is also proved that if I and P/I are weakly 2-absorbing primary ideals, then P is a weakly 2-absorbing primary ideal of R.

• Journal of the Korean Statistical Society
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• 제33권3호
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• pp.313-321
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• 2004

We consider the problem of testing cell probabilities in sparse multinomial data. Aerts et al. (2000) presented T=${{\Sigma}_{i=1}}^{k}{[{p_i}^{*}-E{(p_{i}}^{*})]^2$ as a test statistic with the local least square polynomial estimator ${{p}_{i}}^{*}$, and derived its asymptotic distribution. The local least square estimator may produce negative estimates for cell probabilities. The local maximum likelihood polynomial estimator ${{\hat{p}}_{i}}$, however, guarantees positive estimates for cell probabilities and has the same asymptotic performance as the local least square estimator (Baek and Park, 2003). When there are cell probabilities with relatively much different sizes, the same contribution of the difference between the estimator and the hypothetical probability at each cell in their test statistic would not be proper to measure the total goodness-of-fit. We consider a Pearson type of goodness-of-fit test statistic, $T_1={{\Sigma}_{i=1}}^{k}{[{p_i}^{*}-E{(p_{i}}^{*})]^2/p_{i}$ instead, and show it follows an asymptotic normal distribution. Also we investigate the asymptotic normality of $T_2={{\Sigma}_{i=1}}^{k}{[{p_i}^{*}-E{(p_{i}}^{*})]^2/p_{i}$ where the minimum expected cell frequency is very small.

• 음성과학
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• 제8권3호
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• pp.201-208
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• 2001

The purpose of the study was to examine a method most pertinent to measure subglottic air pressure. Subglottic air pressure and loudness analyses were performed on vowels /a/, /i/ and consonant /p/ in 12 normal subjects using. Aerophone II voice function. The experimental contexts were, therefore, /i:pi:pi:/ and /a:pa:pa:/. The subjects produced the intervocalic /p/ in 4 different situations: 1) /i:pi:pi:/ with voiceless /p/, 2) /i:pi:pi:/ with voiced /p/, 3) /a:pa:pa:/ with voiceless /p/, and 4) /a:pa:pa:/ with voiced /p/. A t-test and a correlation analysis revealed the following results. First, when we measured subglottic air pressure by /i:pi:pi:/, voiceless /p/ was significantly different from voiced /p/. Second, when we measured subglottic air pressure by /a:pa:pa:/, voiceless /p/ was significantly different from voiced /p/. Therefore, it was concluded that voiceless /p/ produced more accurate subglottic air pressure and clinicians needed to have patients produce accurate /p/ when measuring subglottic air pressure using Aerophone II.

• 무역상무연구
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• 제22권
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• pp.201-226
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• 2004

P & I Clubs are mutual and non-profit making insurers which offer shipowners cover for the contractual and third-party liabilities. Whereas most shipowners obtain P & I insurance to cover for their legal liabilities, they also obtain hull insurance to cover against damages to the hull of their vessels from commercial hull insurers. P & I insurance was distinguished from hull insurance in respect that it offered non-limited cover to shipowner member, but there was a serious debate between P & I Clubs in respect of the non-limited cover. A compromise by International Group of P & I Clubs eventually emerged under which, with effect from 20 February 1997, a financial cap was placed on the obligation of each shipowner to pay catasrophe calls to his club(20% of each ship's property limitation fund under 1976 Limitation Convention). Nevertheless many shipowners felt that this new cap on their potential catastrophe call had been set still too high, while others resisted any reduction in the figure established by the compromise. In the Meantime, the European Commission issued a Statement of Objections in June 1997, in which it indicated its objections with a compulsory single limit common th all the Group clubs as high as the 1997 compromise. Eventually the board of all the Group clubs decided that the figure of 20% of the Limitation Convention per ship property funds should be dropped down to 2.5% from 20 February 1999.

• JSTS:Journal of Semiconductor Technology and Science
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• 제13권3호
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• pp.224-236
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• 2013

This work presents a comparative study of four Double Gate tunnel FET (DG-TFET) architectures: conventional p-i-n DG-TFET, p-n-p-n DG-TFET, a gate dielectric engineered Heterogate (HG) p-i-n DG-TFET and a new device architecture with the merits of both Hetero Gate and p-n-p-n, i.e. HG p-n-p-n DG-TFET. It has been shown that, the problem of high gate capacitance along with low ON current for a p-i-n TFET, which severely hampers the circuit performance of TFET can be overcome by using a p-n-p-n TFET with a dielectric engineered Hetero-gate architecture (i.e. HG p-n-p-n). P-n-p-n architecture improves the ON current and the heterogeneous dielectric helps in reducing the gate capacitance and suppressing the ambipolar behavior. Moreover, the HG architecture does not degrade the output characteristics, unlike the gate drain underlap architecture, and effectively reduces the gate capacitance.

• 호남수학학술지
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• 제33권2호
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• pp.153-161
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• 2011

Greg([Greg]) considered that $$N_k= \sum\limits_{i=1}^k(-1)^{i+1}P_{i,k}(p)N_1^i$$ where the $P_{i,k}$'s were polynomials with positive integer coefficients. In this paper, we will give the equations for $\sum\limits{P_{i,k}$ modulo 3. Using this, if we send a information for elliptic curve to sender, we can make a new checksum method for Manchester coding in IEEE 802.3 or IEEE 802.4.

• 한국균학회지
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• 제21권4호
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• pp.301-309
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• 1993

토양으로부터 cellulase compoenets를 생성할 수 있는 호알칼리성균 Cephalosporium sp. RYM-202를 분리하였다. 이 균의 생장을 위한 배지의 최적 pH는 9.0이었으며, pH 9.5-10.0의 배지에서 최대의 효소생산이 일어났다. Cephalosporium sp. RYM-202의 배양 여액으로부터 DEAE-Sephadex A-50 이온교환 크로마토그라피와 Sephadex G-150 gel filtration 크로마토그라피에 의해 부분정제된 세개의 CMCases(P-I-1, P-I-II 및 P-II-I)를 획득하였다. 효소활성을 위한 최적 pH는 P-I-I이 7.5, P-I-II는 8.0-9.5, P-II-I은 7.5-10.0이었으며, 모두 4.5-12.0의 pH 범위에서 안정한 것으로 나타났다. 세 CMCases 활성의 최적온도는 $40-60^{\circ}C$ 범위이었으나, P-I-I 및 P-II-I의 경우에는 $20^{\circ}C$에서도 최고활성의 50% 이상을 유지하였다. 또한 이 CMCases는 세제조성물로 사용되고 있는 여러가지 계면활성제, 착화합물 및 단백질가수분해효소에 대하여 안정성이 높은 특징을 보였다.

• 한국토양비료학회지
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• 제37권4호
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• pp.220-227
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• 2004

인산은 식물 영양 물질과 환경 오염원으로 대비되는 불질이의로, 인산의 탈착 반응에 대한 연구는 농업과 환경에 관련된 토양 중에서 인산의 작용기작을 이해하기 위하여 필수적이다. 본 연구는 인산 탈착 유효량(Q)과 가용량(I)의 매개 변수($Q_{max}$ 및 $I_0$)와 관련된 인산 완충력을 측정하고, 그 매개 변수와 토양 특성간의 상관관계에 대한 특징을 조사하였다. 토양은 인산 무처리 표본과 $KH_2PO_4$ 용액을 사용하여 $100mg\;P\;kg^{-1}$의 농토를 처리한 표본을 이용하였다. 인산 탈착 Q/I 곡선은 음이온교환수지비즈법을 사용하여 얻었고, 실험 방정식 ($Q=aI^{-1}+bIn(I+1)+c$)을 이용하여 탈착 곡선을 설명하였다. 유효 인산 함량이 높은 토양 (${\g}20mg\;kg^{-1}$ of Olsen P)에서는 인산 처리 유무와 관계 없이 인산 탈착 Q/I 곡선은 특징적인 오목형 곡선 형태를 보였으나, 유효 인산 함량이 낮은 토양 (${\lt}20mg\;kg^{-1}$ of Olsen P)에서는 인산의 추가 처리 없이는 오목형 인산 탈착 Q/I 곡선을 얻을 수 없었다. 인산 추가 처리 시, 고형의 불안정 결합형 인산량$Q_{max}$)과 용액 내 인산량($I_0$)은 증가하였으나, $Q_{max}$ 와 $I_0$의 비율은 감소하였다. 그로 인하여, 인산의 완충력($|BP_0|$)을 나타내는 인산 탈차 Q/I 곡선의 경사가 감소하였다. 유효 인산 함량이 높은 토양 중 인산 무처러 표본의 인산 완충력($|BP_0|$)은 $48\;61L\;kg^{-1}$ 인산 추가 처리 표본의 인산 완충력은 $18\;44L\;kg^{-1}$ 사이에서 나타났으며, 실험에 사용된 모든 토양에 인산을 추가 처리한 후 나타난 인산 완충력은 $14\;79L\;kg^{-1}$ 사이에서 나타났으며, 또한 $Q_{max}$ 계수는 $71.4\;173.1mg\;P\;kg^{-1}$, $I_0$ 계수는 $0.98\;3.72mg\;P\;L^{-1}$ 사이에서 다양하게 나타났다. 인산 완충력을 지배하는 $Q_{max}$ 및 $I_0$, 계수는 토양 특성 중 하나의 특정 인자와 관련된 것으로는 볼 수 없었다. 그러나, 이들 계수는 토양 pH, 점토함량, 유기물함량 빛 석회함유 여부와 복잡하게 관련되어 있다. 또한, 토양으로부터 인산의 방출 활성은 처리된 인산의 천연 불안정 인산의 탈착성에 현저히 의존하였다.

• Proceedings of the National Institute of Ecology of the Republic of Korea
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• 제3권3호
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• pp.149-153
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• 2022

The degree distribution of the plant-pollinator network was identified by analyzing the data in the ecosystem and reproduced by a model of the growing bipartite mutualistic networks. The degree distribution of pollinator shows power law or stretched exponential distribution, while plant usually shows stretched exponential distribution. In the growth model, the plant and the pollinator are selected with probability P_p and P_A=1-P_p, respectively. The number of incoming links for the plant and the pollinator is l_p and l_A, respectively. The probability that the link of the plant selects the pollinator of the existing network given as $A_{k_i}=k^{{\lambda}_A}_i/{\sum}_i\;k^{{\lambda}_A}_i$, and the probability that the pollinator selects the plant is $P_{k_i}=k^{{\lambda}_p}_i/{\sum}_i\;k^{{\lambda}_p}_i$. When the nonlinear growth index is 𝛌_X=1 (X=A or P), the degree distribution follows a power law, and if 0≤𝛌_X<1, the degree distribution follows a stretched exponential distribution. The cumulative degree distributions of plants and pollinators of 14 empirical plant-pollinators included in Interaction Web Database were calculated. A set of parameters (P_A,P_P,l_A,l_P) that reproduces these cumulative degree distributions and a growth index 𝛌_X (X=A or P) were obtained. We found that animal takes very heterogenous connections, whereas plant takes a more flexible connection network.