• 한국어류학회지
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• 제18권3호
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• pp.209-215
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• 2006

한국의 퉁가리과 어류 3종의 형태학적 특성을 classical dimension과 truss dimension을 사용하여 파악하였다. Arc sin square root 전환 후, 18가지의 계측형질을 체장에 대한 비율로, 그리고 3가지의 계측형질은 두장에 대한 비율로 각각 분석하였다. 퉁사리, Liobagrus obesus는 classical dimension과 truss dimension의 4가지 계측 형질이 퉁가리, L. andersoni와 자가사리, L. mediadiposalisa에 비하여 컸다 (P<0.05). 퉁사리와 퉁가리는 truss dimension의 3가지 계측형질이 자가사리보다 컸다 (P<0.05). 조사된 퉁가리과 어류의 6가지 계측형질에서는 유의적인 차이가 없었다. 본 연구에 사용된 dimension들은 한국산 퉁가리과 어류들을 구별할 수 있는 적절한 분류학적 지표로 사용될 수 있으리라 사료된다.

• 수산해양교육연구
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• 제29권2호
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• pp.447-452
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• 2017

A closely associated set of characteristics was analyzed using both classical and truss dimensions to discriminate sexual dimorphism between spawning season and non spawning season in grass puffer, Takifugu niphobles. In non-spawning season, $1{\times}10/Ls$ of classical dimension was significantly different between male and female (P<0.05). In spawning season, $1{\times}9/Ls$ and $1{\times}10/Ls$ of classical dimension, $3{\times}8/Ls$, $3{\times}9/Ls$, $3{\times}10/Ls$, $4{\times}8/Ls$, $4{\times}9/Ls$ and $8{\times}9/Ls$ of truss dimension and $7{\times}9/HL$ of head part dimension were significantly different between male and female (P<0.05). The results of this study may be useful as basic information of other fish species to compare the change of sexual dimorphism between spawning season and non spawning season.

• 환경생물
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• 제22권3호
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• pp.351-368
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• 2004

기아시와 포식시 버들치, Rhynchocypris oxycephalus(Sauvage and Dabry)에 미치는 영향을 파악하기 위하여 조직학적 및 생화학적 변화, 체절단면 계측형질 변화 그리고 계측형질 변화에 대하여 조사하였다. 기아에 따른 버들치의 생화학적, 조직학적 변화를 파악하기 위해, 간의 간중량지수, 단백질함량, RNA량 및 DNA량 조사와 더불어 간세포 및 중장 상피세포의 조직학적 조사를 실시한 결과, 기아군은 포식군에 비해 간의 단백질함량, RNA량 및 DNA량에서 높은 값을 보였지만, 먹이 공급 중단은 버들치의 간중량지수, 간세포 핵 크기 및 중장 상피세포 핵 높이에 있어서 감소를 나타내었다. 본 실험에서 조사된 RNA-DNA비는 버들치의 영양상태 파악 지수로 유용하였으며 또한, 버들치 표본 시기에서의 높은 성장 단계인지 혹은 낮은 성장 단계인지의 성장 활성 파악을 가능케 하였다. 본 연구 결과의 자료를 구체적으로 해석 하였으며, 아울러 다수의 생물학적 중요 연관 사항들을 고찰하였다. 버들치 기아시의 영양상태 평가를 위하여 비만도, 내장괴지수, Dressing 비를 비롯한 체횡단 절단면에서의 형태적변화를 조사하였다. 9주간의 기아시 비만도, 내장괴지수 및 대부분의 체횡단 절단면 계측형질들에서의 감소를 보였다(P<0.05). 본 연구 결과, 실험에 적용된 영양성 Parameter는 본 종의 영양상태 파악에 유용한 지표임을 시사한다. 연구 결과를 자세히 해석하여, 버들치에서의 주요 체 절단 형질의 산업성을 논의하였다. 버들치에서의 75일간 기아가 Classical dimension과 Truss dimension에 미치는 영향을 파악하였다. Truss dimension인 경우 포식시와 기아시 복강을 비롯한 머리 부위와 몸통부위가 유의하게 증가하였다(P< 0.05). Truss dimension의 꼬리부위 특히, 몸통의 뒷부분이 포식과 기아시 일반적으로 감소하였다. Classical dimension인 경우 포식시 꼬리부위가 감소한 반면, 기아시 몸통부위와 꼬리부위에서의 체고 관련 형질에 연관시 머리부위에서의 형질들이 유의하게 감소하였다. 본 연구 결과 Truss dimension은 Classical dimension을 보완하여 어체의 수직방향 연관 형질 파악도 가능케 하였다. Truss dimension과 Classical dimension인 경우 포식시와 기아시 머리 아랫부위는 거의 영향이 없어, 본 형질은 버들치속 어류의 분류학적측면에서 유용하게 사용될 수 있을 것이다. 버들치에서 체고와 연관된 몸통부위 형질들은 상이한 서식지에 기인된, 다양한 먹이공급 차이의 파악에 유용하리라 사료된다.

• 한국발생생물학회지:발생과생식
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• 제22권2호
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• pp.183-192
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• 2018

The morphometric truss characteristics and classical dimensions of the marine medaka, Oryzias dancena, that might distinguish diploid and triploid fish were examined. Significant differences in all the classical and truss dimensions of the diploid and triploid fish were observed in both sexes (p<0.01). All the dimensions of the triploid fish were greater than those of the diploid fish. The triploid marine medaka shows sexual dimorphism in these characters, and the sexual dimorphism of the triploid marine medaka is similar to that of the diploid marine medaka. Thus, when their classical dimension and truss dimension was measured, the growth of triploid marine medaka is faster than that of the diploid fish, and it displays clear sexual dimorphism, with male fish having longer dorsal and anal fins than female fish.

• Journal of applied mathematics & informatics
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• 제32권3_4호
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• pp.547-554
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• 2014

In this paper, we consider the existence and uniqueness of global weak solution for a sixth-order classical surface-diffusion equation in one spatial dimension. Moreover, the regularity and blow-up of solutions are also studied.

• 한국발생생물학회지:발생과생식
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• 제19권2호
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• pp.85-96
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• 2015

Measurements of closely related sets of classical and truss dimensions were analyzed to discriminate species of scorpaenidae including the dark banded rockfish, Sebastes inermis, the black rockfish, S. schlegeli, and gobioninae including the striped shiner, Pungtungia herzi, and the slender shiner, Pseudopungtungia tenuicorpa. The measurements of the dimensions were arc sin square root transformed, and compared as a function of the standard length of each species for statistical analysis. For values of the classical dimensions of the rockfish, 6 were greater for the dark banded rockfish than for the black rockfish, 1 value was smaller for the former, and for 2 values there was no statistically significant difference (P > 0.05). For values of the classical dimensions of the shiners, 9 values were greater for the striped shiner than for the slender shiner, 2 values were smaller for the former, and for 1 value there was no statistically significant difference (P > 0.01). For values of the truss dimensions of the rockfish, 6 were greater for the dark banded rockfish than for the black rockfish, 1 was smaller for the former, and for 4 values there was no statistically significant difference (P > 0.05). For values of the truss dimensions of the shiners, 13 values were greater for the striped shiner than for the slender shiner, 3 values were smaller for the former, and for 6 values there was no statistically significant difference (P > 0.01). The dimension sets used in this study may be useful as taxonomic indicators for discriminating among fish species in Korea.

• Structural Engineering and Mechanics
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• 제76권6호
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• pp.675-685
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• 2020

As the classical response surface method (RSM), the polynomial RSM is so easy-to-apply that it is widely used in reliability analysis. However, the trade-off of accuracy and efficiency is still a challenge and the "curse of dimension" usually confines RSM to low dimension systems. In this paper, based on the univariate decomposition, the polynomial RSM is executed in a new mode, called as DPRSM. The general form of DPRSM is given and its implementation is designed referring to the classical RSM firstly. Then, in order to balance the accuracy and efficiency of DPRSM, its adaptive order revision around the most probable point (MPP) is proposed by introducing the univariate polynomial order analysis, noted as RDPRSM, which can analyze the exact nonlinearity of the limit state surface in the region around MPP. For testing the proposed techniques, several numerical examples are studied in detail, and the results indicate that DPRSM with low order can obtain similar results to the classical RSM, DPRSM with high order can obtain more precision with a large efficiency loss; RDPRSM can perform a good balance between accuracy and efficiency and preserve the good robustness property meanwhile, especially for those problems with high nonlinearity and complex problems; the proposed methods can also give a good performance in the high-dimensional cases.

• 대한수학회지
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• 제49권6호
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• pp.1197-1214
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• 2012

The classes of $G_C$ homological modules over commutative ring, where C is a semidualizing module, extend Holm and J${\varnothing}$gensen's notions of C-Gorenstein homological modules to the non-Noetherian setting and generalize the classical classes of homological modules and the classes of Gorenstein homological modules within this setting. On the other hand, transfer of homological properties along ring homomorphisms is already a classical field of study. Motivated by the ideas mentioned above, in this article we will investigate the transfer properties of C and $G_C$ homological dimension.

• 대한수학회보
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• 제57권3호
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• pp.763-780
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• 2020

Let R be a commutative ring. An R-module M is said to be w-flat if Tor ^R₁ (M, N) is GV -torsion for any R-module N. It is known that every flat module is w-flat, but the converse is not true in general. The w-flat dimension of a module is defined in terms of w-flat resolutions. In this paper, we study the w-flat dimension of an injective w-module. To do so, we introduce and study the so-called w-copure (resp., strongly w-copure) flat modules and the w-copure flat dimensions for modules and rings. The relations between the introduced dimensions and other (classical) homological dimensions are discussed. We also study change of rings theorems for the w-copure flat dimension in various contexts. Finally some illustrative examples regarding the introduced concepts are given.

• Journal of applied mathematics & informatics
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• 제29권1_2호
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• pp.75-85
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• 2011

In this paper, using the energy estimates and the bootstrap arguments, the global existence of classical solutions for a prey-predator model with non-monotonic functional response and cross-diffusion where the prey and predator both have linear density restriction is proved when the space dimension n < 10.