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GO에 의해 유도된 培養 脊髓感覺神經細胞 독성에 대한 鎭肝熄風湯의 방어효과
박광수,이호승,김인수,강길성,김인규,김인섭,류도곤 한국전통의학연구소 2003 한국전통의학지 Vol.13 No.1
To evaluate the effect of Jingansikpungtang water extract on cultured mouse spinal sensory neuron which was inhibited by glucose oxidase(GO)-induced cytotoxicity, NR assay and TBARS assay for lipid peroxidation were carried out after the cultured mouse spinal sensory neuron were pre-incubated with various concentrations of Jingansikpungtang water extract for 3 hours prior to exposure of GO. GO, a oxygen radical, decreased the survival rate of the cultured mouse spinal sensory neuron cells on NR assay. Jingansikpungtang water extract have efficacy of decreasing lipid peroxidation increasing by GO in cultured mouse spinal sensory neuron. From above the results, it is concluded that Jingansikpungtang has marked efficacy as a treatment for the damages caused in the GO-mediated oxidative process.
Some properties of the convergence of sequences of fuzzy points in a fuzzy normed linear space
Gil Seob Rhie,Young Uk Do 한국지능시스템학회 2007 한국지능시스템학회논문지 Vol.17 No.1
With a new ordinary norm as an analogy of Krishna and Sarma[5] and Bag and Samanta[1], we will characterize the notions of the convergence of the sequences of fuzzy points, the fuzzy α-Cauchy sequence and fuzzy completeness.
On the fuzzy convergence of sequences in a fuzzy normed linear space
Gil Seob Rhie,In Ah Hwang 한국지능시스템학회 2008 한국지능시스템학회논문지 Vol.18 No.2
In this paper, we introduce the notions of a fuzzy convergence of sequences, fuzzy Cauchy sequence and the related fuzzy completeness on a fuzzy normed linear space. And we investigate some properties relative to fuzzy normed linear spaces. In particular, we prove an equivalent conditions that a fuzzy norm defined on a ordinary normed linear space is fuzzy complete.
ON THE STATISTICAL CONVERGENCE OF SEQUENCES OF FUZZY POINTS IN A FUZZY NORMED LINEAR SPACE
Gil Seob Rhie,In Ah Hwang,Jeong Hee Kim 충청수학회 2012 충청수학회지 Vol.25 No.1
In this paper, we introduce the notion of the statist- cally fuzzy convergent sequence and the statistical fuzzy ?? -Cauchy sequence of fuzzy points in a fuzzy normed linear space. And in- vestigate some related properties.
ON THE FUZZY STATISTICAL CONVERGENCE IN A FUZZY NORMED LINEAR SPACE
Gil Seob Rhie 충청수학회 2010 충청수학회지 Vol.23 No.2
In this paper, we introduce the notions of the fuzzy statistical convergence of sequences, the fuzzy statistical Cauchy sequence on a fuzzy normed linear space. And we investigate some properties of the related completeness.
Some properties of equivalent fuzzy norms
Gil Seob Rhie,In Ah Hwang 한국지능시스템학회 2005 INTERNATIONAL JOURNAL of FUZZY LOGIC and INTELLIGE Vol.5 No.2
In the present paper, we observe a relation between fuzzy norms and induced crisp norms on a linear space. We first prove that if ρ₁, ρ₂ are equivalent fuzzy norms on a linear space, then for every ε∈ ( 0, 1 ) , the induced crisp norms P¹ε and P²ε respectively are equivalent. Since the converse does not hold, we prove it under some strict conditions. And consider the following theorem proved in [8]: Let ρ be a lower semicontinuous fuzzy norm on a normed linear space X , and have the bounded support. Then ρ is equivalent to the fuzzy norm χ B where B is the closed unit ball of X. The lower semi-continuity of ρ is an essential condition which guarantees the continuity of Pε where 0 < ε < 1 . As the last result, we prove that : if ρ is a fuzzy norm on a finite dimensional vector space, then ρ is equivalent to χB if and only if the support of ρ is bounded.
ON THE FUZZY COMPLETE NORMED LINEAR SPACE
Gil Seob Rhie,In Ah Hwang 충청수학회 2009 충청수학회지 Vol.22 No.2
In this paper, we introduce the notion of the complete fuzzy norm on a linear space. And we consider some relations be-tween the fuzzy completeness and ordinary completeness on a linear space.
On the convergence in the sense of α-level on a fuzzy normed linear space
Gil Seob Rhie 한국지능시스템학회 2005 한국지능시스템학회논문지 Vol.15 No.5
In this paper, we introduce the notions of the convergence in the sense of α-level and the fuzzy completeness on a fuzzy normed linear space. And we investigate related properties