Welcome to visit Chung-Shou Liao’s lab website! Our research mainly focuses on designing efficient combinatorial algorithms that can be used to solve hard optimization problems from real applications. The current research topics we investigate center around network and location problems related primarily to biological networks, transportation networks, power utility networks, logistics, and social networking. In particular, we put more attention on dynamic and online algorithms for the fundamental problems such as data clustering and classification in recent years. Other areas of interest include computational geometry, graph theory, and machine learning.


2018.07.  Our PI receives 2018 Young Scholar Creativity Award, Foundation for the Advancement of Outstanding Scholarship.
2018.06.  Hao-Ting Wei’s paper, entitled An O(1)-Approximation Algorithm for Dynamic Weighted Vertex Cover with Soft Capacity, has been accepted by APPROX 2018 .
2017.12.  Our PI is nominated to be Fulbright Senior Research Scholar in 2018 & 2019.
2017.07.  Our PI receives Outstanding Teaching Award, National Tsing Hua University.
2017.06.  Chien-Chih Lin, Ming-Hao Tung and Hao-Ting Wei win Best Thesis Award (CIIE 2017).
2017.05.  Our PI and Shang-Hung Lu’s paper, entitled the Electric Vehicle Touring Problem and published in Transportation Research Part B, receives 2017 Yuan-Ze Hsu Science Paper Award.

Biological Network Alignment

A fundamental goal of biology is to understand the cell as a system of interacting components and especially, almost every biological process is mediated by a network of molecular interactions. In particular, there has been a considerable amount of research devoted to the discovery and exploration of interactions between proteins in the last decade. Since many cellular activities are a result of protein interactions, proteins often interact with other proteins to perform their functions, and form a complex biological system, i.e., a protein-protein interaction (PPI) network. This powerful way of representing and analyzing the vast corpus of PPI data describes the interaction relationship among proteins in a cell. Furthermore, knowledge about the topology of a PPI network in one organism can yield insights about not only the networks of similar organisms, but also the function of their components. Hence comparison between protein interaction networks is becoming central to systems biology. We have collaborated with the MIT team and developed global alignment algorithms for performing comparative analysis of multiple biological networks (more details).

Online Route Planning on Road Networks

Modern technologies such as Global Positioning Systems (GPS) and mobile communication have contributed to the development of dynamic navigation planning based on real-time information. However, traffic conditions vary enormously and unpredictable accidents significantly affect planned routes, which increase the problem complexity, even though current navigation systems use information about road distances and speed limits to find the fastest routes. Therefore, online decision-making strategies play an important role in solving traffic congestion problems. We consider an old online route planning problem, called the Canadian Traveller Problem (CTP), which finds practical applications in designing dynamic navigation systems. We study several generalizations of the CTP and propose deterministic algorithms with theoretical competitive ratio. We also present the first polynomial time randomized algorithm that surpasses the deterministic lower bound. Recently, we consider the electric vehicle (EV) routing problem that takes into consideration of possible battery charging or swapping operations. We develop efficient algorithms which can be implemented on an online EV routing map interface (more details).

Power Observation on Grids

When the global energy crisis and related issues become critically important, more researchers focus on the energy management problems and especially, Smart Grid is one of the most popular research topics. In order to solve the technical challenges of communications between power plants and stations, power companies have to observe the real-time state of a power grid and continually monitor the whole electricity system. The PMU (phasor measurement unit) was invented and such devices can measure the electrical waves on a power grid and determine the health of the utility system. We consider the power observation problem of optimally placing PMU devices on wide-area power grids according to different objectives, while maintaining the ability to observe electricity systems (more details).

Capacitated Facility Location

With the rapid growth of international logistics market, one of the most important research issues is designing a large-scale distribution network. The question of large-scale distribution network design is also becoming central to globalization supply chain management. In general, the location and network design problems have become more important and have been studied extensively during the last decade. In order to deal with different real-world applications in which the constraints and requirements appear in different scenarios, these problems can be formulated in various ways. We study capacitated facility location in large-scale networks and its application to distribution network design. In a distribution network, each distribution center or client has associated with a demand, and each plant or facility has a capacity that specifies the maximum service the plant can provide to its distribution centers. (more details).

Three-dimensional Bin Packing

The bin packing problem is one of the classic NP-hard combinatorial optimization problems. Given a set of n items with positive sizes, the objective is to find a packing in bins of equal capacity to minimize the number of bins required. The problem finds obvious practical usage in many industrial applications, such as the container loading problem and the cutting stock problem. There are also many variations of the bin packing problem, such as the strip packing, square packing and rectangular box packing problems. We consider the three-dimensional orthogonal bin packing problem and present new lower bounds for the problem from a combinatorial point of view. In particular, we demonstrate that the bounds theoretically dominate all previous results from the literature. The comparison is also done concerning asymptotic worst-case performance ratios. The new lower bounds can be more efficiently computed in polynomial time. In addition, we study the non-oriented model, which allows items to be rotated (more details).