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- Yoonsoo Kim, Mehran Mesbahi
- IEEE Trans. Automat. Contr.
- 2006

—We consider the set consisting of graphs of fixed order and weighted edges. The vertex set of graphs in will correspond to point masses and the weight for an edge between two vertices is a functional of the distance between them. We pose the problem of finding the best vertex po-sitional configuration in the presence of an additional proximity constraint,… (More)

— After a brief overview of the problem of finding the extremal (minimum or maximum) rank positive semidef-inite matrix subject to matrix inequalities, we identify a few new classes of such problems that can be efficiently solved. We then proceed to present an algorithm for solving the general class of rank minimization problems.

- Yoonsoo Kim, Da-Wei Gu, Ian Postlethwaite
- Automatica
- 2008

- Jongrae Kim, Yoonsoo Kim
- 2008

Tracking moving ground targets using unmanned air vehicles (UAVs) has important applications in several areas. Keeping a close line of sight from a UAV to a target in a densely populated area is a challenging task because of many constraints. An algorithm for several UAVs to track a moving target cooperatively is proposed. From random samples on the ground… (More)

- Yoonsoo Kim, Da-Wei Gu, Ian Postlethwaite
- IEEE Trans. Automat. Contr.
- 2007

—We consider a mission in which UAVs with a capacity limit each visit () targets in a hostile environment in a cooperative manner (and return to where they departed from) such that the cost reflecting operating time and risk exposed is minimized. We first propose a mixed-integer linear programming (MILP) formulation which exactly solves the problem and then… (More)

- Yoonsoo Kim, Mehran Mesbahi
- IEEE Trans. Automat. Contr.
- 2004

- Yoonsoo Kim
- IEEE Trans. Education
- 2011

- Innocent Okoloko, Yoonsoo Kim
- Systems & Control Letters
- 2014

- Yoonsoo Kim
- 2009 17th Mediterranean Conference on Control and…
- 2009

For a given graph (or network) G, consider another graph G′ by adding an edge e to G. We propose a computationally efficient algorithm of finding e such that the second smallest eigenvalue (algebraic connectivity, λ<inf>2</inf>(G′)) of G′ is maximized. Theoretically, the proposed algorithm runs in O(4mnlog(d/∈)), where n… (More)

- Yoonsoo Kim, Da-Wei Gu, Ian Postlethwaite
- Automatica
- 2009

In this paper, we consider two problems which can be posed as spectral radius minimization problems. Firstly, we consider the fastest average agreement problem on multi-agent networks adopting a linear information exchange protocol. Mathematically, this problem can be cast as finding an optimal W ∈ R n×n such that x(k + 1)