Sangchul Lee

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A central limit theorem for descents and major indices in fixed conjugacy classes of $S_n$

Gene B. Kim, Sangchul Lee, 2018, 1811.04578.

Limit Theorems for Random Walk Local Time, Bootstrap Percolation and Permutation Statistics

Sangchul Lee, 2019 .

Validation of Finite-Dimensional Approximate Solutions for Dynamics of Distributed-Parameter Systems

John L. Junkins, Sangchul Lee, J. Junkins, 1995 .

Construction of Benchmark Problems for Solution of Ordinary Differential Equations

J. Junkins, Sangchul Lee, 1994 .

Extension of the LQR to Accomodate Actuator Saturation Bounds for Flexible Space Structures

Sangchul Lee, 2002 .

A Validation Method for Solution of Nonlinear Differential Equations

Sangchul Lee, 2002 .

Central limit theorem for descents in conjugacy classes of $S_n$

Gene B. Kim, Sangchul Lee, 2018, 1803.10457.

Central Limit Theorem for Peaks of a Random Permutation in a Fixed Conjugacy Class of Sn\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt}

Gene B. Kim, Jason E. Fulman, Sangchul Lee, 2021, Annals of Combinatorics.

Explicit generalization of Lagrange's equations for hybrid coordinate dynamical systems

John L. Junkins, Sangchul Lee, J. Junkins, 1992 .

Link overlap, viability, and mutual percolation in multiplex networks pdf

Sangchul Lee, Kyu-Min Lee, K.-I. Goh, 2014, ArXiv.

Exceptional points of discrete-time random walks in planar domains

M. Biskup, Y. Abe, Sangchul Lee, 2019, Electronic Journal of Probability.

Central Limit Theorem for Peaks of a Random Permutation in a Fixed Conjugacy Class of $$S_n$$

Gene B. Kim, Jason Fulman, Sangchul Lee, 2019, Annals of Combinatorics.

On the Joint Distribution of Descents and Signs of Permutations

Gene B. Kim, T. Kyle Petersen, Jason Fulman, 2019, Electron. J. Comb..

Central limit theorem for descents in conjugacy classes of Sn

Gene B. Kim, Sangchul Lee, Sangchul Lee, 2020, J. Comb. Theory, Ser. A.