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- Soo Yeon Jung, So Hyung Lee, +9 authors Jae Yeol Lee
- Bioorganic & medicinal chemistry letters
- 2010

In the previous article we have reported that 3,4-dihydroquinazoline 1 is a potent and selective T-type calcium channel blocker that exhibited strong anti-cancer activity in vitro. Compound 1Â·2HClâ€¦ (More)

- Young Deuk Kim
- 2008

Let S be a closed orientable surface with genus g â‰¥ 2. For a sequence Ïƒi in the TeichmÃ¼ller space of S, which converges to a projective measured lamination [Î»] in the Thurston boundary, we obtain aâ€¦ (More)

- Min Soo Kim, Young Deuk Kim, Sung Sik Hong, Kwangseo Park, Kwan Soo Ko, Heejoon Myung
- Applied and environmental microbiology
- 2015

In this study, we isolated a bacteriophage T7-resistant mutant strain of Escherichia coli (named S3) and then proceeded to characterize it. The mutant bacterial colonies appeared to be mucoid.â€¦ (More)

Let H be the hyperbolic 3-space and IsomH be the group of isometries of H. Let G be a discrete subgroup of IsomH. The action of G on H extends to a continuous action on the compactification of H byâ€¦ (More)

- Yoonsuh Kim, Young Deuk Kim
- 2008

Let Hn be the hyperbolic n-space with n â‰¥ 2. Suppose that Î“ < Isom Hn is a discrete, torsion free subgroup and a is a point in the domain of discontinuity Î©(Î“). Let p be the projection map from Hn toâ€¦ (More)

- Young Deuk Kim
- 2002

We define a family of pseudo metrics on B3 and study elementary properties of the associated metric spaces. As an application we prove that, for any a > 0 and for any countable-to-one function f fromâ€¦ (More)

There is no one to one 1-Lipschitz function from S2 to the interval [0,1] because of 1.2. Is there finite to one 1-Lipschitz function from S2 to the interval [0,1]? Is there countable to oneâ€¦ (More)

- Yoonsuh Kim, Young Deuk Kim
- 2008

We define a family of pseudo metrics on B and study elementary properties of the associated metric spaces. As an application we prove that, for any a > 0 and for any countable-to-one function f fromâ€¦ (More)

- Young Deuk Kim
- 2008

Let (X, d) be a metric space and m âˆˆ X. Suppose that Ï† : XÃ—X â†’ R is a nonnegative symmetric function. We define a metric d on X which is equivalent to d. If d is totally bounded, its completion is aâ€¦ (More)

- Young Deuk Kim
- 2008

Let B be the closed unit ball in R and S its boundary. We define a family of pseudo metrics on B. As an application, we prove that for any countable-to-one function f : S â†’ [0, a], the set NMnf = {xâ€¦ (More)