• Proceedings of the Korea Contents Association Conference
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• 2017.05a
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• pp.495-496
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• 2017

USP는 독특한 판매제안이란 의미로 제품 및 디자인의 차별화 혹은 브랜드 커뮤니케이션 수행의 차별화로 확장되어 이용되고 있다. 경쟁사에 대한 효과적이고 지속적인 경쟁우위를 유지하기 위한 마케팅 및 브랜드 커뮤니케이션 차별화 전략 중 USP 전략을 기술적 요인에 의한 제품차별화 및 브랜드, 광고, 유통 및 고객서비스 등과 같은 마케팅 활동에 의한 차별화로 인식하고 기업의 광고 및 홍보 전략으로 활용하고 있는 USP 사례를 통해 기업의 효과적이고 지속적인 브랜드 경쟁우위를 유지하기 위한 방법을 알아보았다.

• The Korean Journal of Mycology
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• v.20 no.4
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• pp.281-284
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• 1992

Two interesting new hyphomycetes collected on rachis of an unidentified palm (Palmao) from Malayasia are described and their taxonomy is discussed in this paper. One of them is unique in producing basauxic conidiophores from conidiophore mother cells that are sessile, simple, cylindrical or cupulate, and solitary, gangliar, acrogenous, dry phragmoconidia. It is classified in a new genus Basauxia, as a new species, B. pulchra. The other hyphomycete is also unique in producing characteristic solitary, eight-celled, eight-armed gangliar conidia on simple conidiophores. A new genus, Ashtaangam is proposed for it in which it is placed as a new species, A. sundaram.

• Journal of the Korea Furniture Society
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• v.12 no.1
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• pp.143-150
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• 2001

This paper aimed to suggest a new model of fusion furniture design which fits with our surroundings of today. This was performed by grasp and evaluation of recent trend of fusion culture in Korea in order to apply it to the furniture design of fusion style. Fusion furniture design was tried and applied to the table showing unique characteristics of Korea traditional small dining table with modern touch. The result of this paper could also contribute to distribute the unique characteristics and beauty of Korean traditional furniture in the World.

• Proceedings of the Materials Research Society of Korea Conference
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• 2009.05a
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• pp.7.2-7.2
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• 2009

Polyvalent nanoparticle-DNA conjugates exhibit a variety of unique features such as programmable assembly and disassembly, sharp melting transitons, intense optical properties, high stability, enhanced binding properties, and easy fabrication of the surface nature by chemical and physical modification. The unique properties of nanoparticle-DNA conjugates enable one to build up a number of versatile assay schemes for the detection of various targets. In addition, nanoparticle-RNA conjugates also demonstrate great promise of therapeutic applications in the context of RNA interference when combined with polymeric materials. In this presentation, representative examples of each aspect of nanoparticle-oligonucleotide conjugates will be discussed.

• Journal of Korean Society for Quality Management
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• v.12 no.1
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• pp.9-16
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• 1984

We study some estimation of the ${\theta}=P_r$(Y${\theta}$. We consider asymptotic property of estimators and maximum likelihood estimator is compared with unique minimum veriance unbiased estimator in moderate sample size.

• Journal of the Korean Society for Industrial and Applied Mathematics
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• v.1 no.1
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• pp.55-64
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• 1997

We show that if an even length filter has the same length complementary filter in a generalized linear phase case, the complementary filter is unique, we find sufficient conditions for a unique existence of even length N complementary filter in a quadrature mirror filter bank, and we find all higher degree symmetric filters of length N + 4m which are complementary to a given symmetric filter of even length N.

• Bulletin of the Korean Mathematical Society
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• v.30 no.1
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• pp.91-97
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• 1993

In this article, we consider the case that S is a topologically complete subspace of $R^{k}$ , and that .GAMMA. is a set of monotone functions on S into S. It is obtained the sugficient condition for the existence of a unique invariant probability to which $P^{(n}$/(x,dy) converges exponentially fast in a metric stronger than the Kolmogorov's distance. This extends the earlier results of Bhattacharya and Lee (1988) who considered the case .GAMMA. a set of nondecreasing functions.tions.

• Journal of the Korean Mathematical Society
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• v.41 no.1
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• pp.175-192
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• 2004

This talk discusses conditions on the numerical range of a holomorphic function defined on a bounded convex domain in a complex Banach space that imply that the function has a unique fixed point. In particular, extensions of the Earle-Hamilton Theorem are given for such domains. The theorems are applied to obtain a quantitative version of the inverse function theorem for holomorphic functions and a distortion form of Cartan's unique-ness theorem.

• Journal of the Korean Society for Industrial and Applied Mathematics
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• v.27 no.1
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• pp.23-36
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• 2023

The vector wave equation is widely used in electromagnetic wave analysis. This paper solves the vector wave equation using curl-conforming finite elements. The variational problem is established from Riesz functional based on vector wave equation and the unique existence of weak solution is explored. The edge elements are used in computation and the simulation results are compared with those obtained from a commercial simulator, ANSYS HFSS (high-frequency structure simulator).

• Korean Journal of Mathematics
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• v.32 no.1
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• pp.97-107
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• 2024

Let A ⊆ B be an extension of integral domains with characteristic zero. Let H(A, B) and h(A, B) be rings of composite Hurwitz series and composite Hurwitz polynomials, respectively. We simply call H(A, B) and h(A, B) composite Hurwitz rings of A and B. In this paper, we study when H(A, B) and h(A, B) are unique factorization domains (resp., GCD-domains, finite factorization domains, bounded factorization domains).