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Irreducibility of a subscheme of the Hilbert scheme of complex space curves

- C. Keem, Seonja Kim
- Mathematics
- 1992

Abstract Denoting by J′ (d, g, 3) the subscheme of the Hubert scheme, whose general point corresponds to smooth irreducible and nondegenerate curve of degree d and genus g in P 3, it is proved that… Expand

Normal generation of line bundles on algebraic curves

- Seonja Kim, Y. R. Kim
- Mathematics
- 1 September 2004

Abstract We obtain the necessary conditions for nonspecial line bundles of degrees 2 g −4 and 2 g −5 on a smooth curve not to be normally generated. Also, we get the necessary and sufficient… Expand

Lowering the density of electronic defects on organic-functionalized Si(100) surfaces

- W. Peng, W. DeBenedetti, Seonja Kim, M. Hines, Y. Chabal
- Materials Science
- 16 June 2014

The electrical quality of functionalized, oxide-free silicon surfaces is critical for chemical sensing, photovoltaics, and molecular electronics applications. In contrast to Si/SiO2 interfaces, the… Expand

A fast numerical method for evaluation of Calderón commutators

- Maxim J. Goldberg, T. Hrycak, Seonja Kim
- Mathematics
- 15 September 2003

We describe a methodology for fast evaluation of multilinear operators that are generated by a rapidly computable nonlinear operator. We illustrate this idea by developing a simple numerical… Expand

Applications of some formulas for finite Markov chains

- Maxim J. Goldberg, Seonja Kim
- Mathematics
- 2011

Abstract We present some explicit matrix formulas for a finite state Markov chain. The first gives sums of probabilities along some general subsets of paths. Another formula yields the probability… Expand

On the Clifford sequence of a general k-gonal curve

- Seonja Kim
- Mathematics
- 23 June 1997

Abstract Let C be the general k-gonal curve of genus g ≥ 4, k ≥ 4, and ¦F¦ the unique pencil of degree k on C. If C has a linear series ¦D¦ of cliff(D) ≤ [ (g − 4) 2 ] with deg D ≤ g − 1, then ¦D¦ is… Expand

Some Remarks on Diffusion Distances

- Maxim J. Goldberg, Seonja Kim
- Mathematics, Computer Science
- J. Appl. Math.
- 23 September 2010

TLDR

REMARKS ON NONSPECIAL LINE BUNDLES ON GENERAL κ-GONAL CURVES

- Y. Choi, Seonja Kim
- Mathematics
- 1 September 2015

Abstract. In this work we obtain conditions for nonspecial line bundleson general k-gonal curves failing to be normally generated. Let L be anonspecial very ample line bundle on a general k-gonal… Expand

Secant planes of projective curves embedded by nonspecial line bundles

- Seonja Kim
- Mathematics
- 12 January 2017

ABSTRACT For a nonspecial line bundle ℒ on a smooth curve X we consider a presentation ℒ≃𝒦X−D+E which is minimal with respect to deg E. If ℒ is very ample, then this minimality means that any… Expand

An efficient tree-based computation of a metric comparable to a natural diffusion distance

- Maxim J. Goldberg, Seonja Kim
- Mathematics
- 1 September 2012

Abstract Using diffusion to define distances between points on a manifold (or a sampled data set) has been successfully employed in various applications such as data organization and approximately… Expand

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