Scholarworks@UNIST

UNIST Library
Search

Browsing "Department of Mathematical Sciences" by Keyword : APPROXIMATION

All A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
가 나 다 라 마 바 사 아 자 차 카 타 파 하
Sort by: In order: Results/Page Etal:

Showing results 1 to 11 of 11

A HIGH-ORDER PREDICTOR-CORRECTOR METHOD FOR SOLVING NONLINEAR DIFFERENTIAL EQUATIONS OF FRACTIONAL ORDER File

Nguyen, Thien Binh , Jang, Bongsoo

Article Issue Date2017-04 View7
A NUMERICAL METHOD FOR SPATIALLY NON-DECAYING CONSERVATION LAWS ON UNBOUNDED DOMAINS

Lee, Chang Hyeong , Kim, Pilwon

Article Issue Date2013-09 View8
Analysis of least squares pseudo-spectral method for the interface problem of the Navier-Stokes equations File

Hessari, Peyman , Shin, Beyong-Chun , Jang, Bongsoo

Article Issue Date2015-04 View7
ASYMPTOTIC ANALYSIS OF THE SCATTERING PROBLEM FOR THE HELMHOLTZ EQUATIONS WITH HIGH WAVE NUMBERS File

Bouche, Daniel , Hong, Youngjoon , Jung, Chang-Yeol

Article Issue Date2017-03 View7
Enriched Spectral Method for Stiff Convection-Dominated Equations File

Hong, Youngjoon , Jung, Chang-Yeol

Article Issue Date2018-03 View8
Finite element solutions for three-dimensional elliptic boundary value problems on unbounded domains File

Oh, Hae-Soo , Yun, Jae-Heon , Jang, Bongsoo

Article Issue Date2006-11 View12
New explicit and accelerated techniques for solving fractional order differential equations File

Kim, Hyunju , Kim, Keon Ho , Lee, Seyeon , Jang, Bongsoo

Article Issue Date2020-08 View12
Novel mass-conserving Allen–Cahn equation for the boundedness of an order parameter File

Lee, Dongsun , Kim, Yunho

Article Issue Date2020-06 View11
On parabolic boundary layers for convection-diffusion equations in a channel: Analysis and numerical applications File

Jung, Chang-Yeol , Temam, Roger

Article Issue Date2006-09 View13
SEMI-ANALYTICAL NUMERICAL METHODS FOR CONVECTION-DOMINATED PROBLEMS WITH TURNING POINTS

Thien Binh Nguyen , Jung, Chang-Yeol

Article Issue Date2013-06 View11
Validation of a 2D cell-centered Finite Volume method for elliptic equations File

Gie, Gung-Min , Jung, Chang-Yeol , Nguyen, Thien Binh

Article Issue Date2019-11 View10
1

RSS 1.0 RSS 2.0

CONTACT US

UNIST | Library

Tel : 052-217-1404 / Email : scholarworks@unist.ac.kr

Copyright (c) 2023 by UNIST LIBRARY. All rights reserved.

ScholarWorks@UNIST was established as an OAK Project for the National Library of Korea.