2017 World Conference on  
E-Education, E-Business and E-Commerce

June 17-19, 2017, Phuket, Thailand

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keynote speaker

Prof. Kuan-Chou Chen
Purdue University Calumet, USA

Kuan-Chou Chen is the Thomas M. McDermott Sr. Endowed Chair, Professor in Economic Development, Professor of Management Information Systems, and Department Head of the Department of Information Systems, Finance, and Business Analytics, as well as Interim Department Head of Department of Graduate Studies in Education (2013-2014) at Purdue University Calumet. He received his Ph.D. from Michigan State University and his MBA from National Cheng-Kung University in Taiwan. He specialized in computer programming, system simulation, project management, decision support systems, data mining, system analysis and design, e-business strategy and application, supply chain management, network design and security, knowledge management, and information economy. Professor Chen has more than 90 scholarly publications, most in peer-reviewed journals. He is an active participant in several professional journals and serves on three paper reviewer boards. Currently he is an Editor-in-Chief of International Journal of e-Education, e-Business, e-Management and e-Learning. His productivity and scholarship have been recognized by his colleagues, being nominated three years in a row for an 'Outstanding Scholar Award.' He also the recipient of Teacher of the Year Award (Purdue University Calumet, 2005).

plenary speaker

Prof. Mohsen Razzaghi
Department of Mathematics and Statistics, Mississippi State University, USA

Prof. Mohsen Razzaghi's area of research centers on orthogonal functions, optimal control, wavelets, fractional calculus and their applications in science and engineering. His work is about numerical approximation using polynomial series and orthogonal functions, in particular, in the area of "hybrid functions" by combining piecewise and continuous basis functions. He was the first to use Legendre wavelets for approximating solutions to problems in dynamical systems with jump discontinuities.
He has over 160 refereed journal publications in mathematics, mathematical physics, and engineering. Most of his refereed papers are published in prestigious international journals. He was invited to write an article titled, "Walsh Functions" for inclusion in the Encyclopedia of Electrical and Electronics Engineering, published by John Wiley & Sons in 1999. According to Google Scholar, one of his papers coauthored with a Ph.D. student was cited over 475 times.

Speech Title: Environmental Management and Mathematical Modeling

Abstract: After several decades of rapid technological advancement and economic growth, levels of pollution and environmental degradation are rising all over the world. Research and development in emissions reduction and an efficient mathematical modeling offer the best promise to assist the development of an effective means to halt the accelerating trend of environmental deterioration. Applications of mathematical research methodologies such as optimization techniques and control theory are crucial to the development of environmental management. Orthogonal functions often used to represent an arbitrary time function have been used to solve various problems in optimization techniques. Orthogonal functions may be widely classified into three families. The first includes sets of piecewise constant basis functions (PCBFs) (e.g., block-pulse, Walsh, etc.), the second consists of sets of orthogonal polynomials (e.g., Chebyshev, Legendre, etc.), and the third are widely used sets of sine-cosine functions in the Fourier series. While orthogonal polynomials and sine-cosine functions together form a class of continuous basis functions, PCBFs have discontinuities or jumps. For problems in environmental modeling, images often have properties that vary continuously in some regions and discontinuously in others. Thus, in order to properly approximate these spatially varying properties, it is necessary to use approximating functions that can accurately model both continuous and discontinuous phenomena. Therefore, neither continuous basis functions nor PCBFs alone can accurately model these spatially varying properties.
In this talk, we present a new approach to the problems in environmental modeling. Our approach is based upon hybrid functions, which are combinations of piecewise and continuous basis functions. Numerical examples are included to demonstrate the applicability and the accuracy of the proposed method.

Assoc. Prof. Eko K. Budiardjo
Faculty of Computer Science, University of Indonesia

Eko K. Budiardjo received his bachelor in electrical engineering from Bandung Institute of Technology, Bandung, in Indonesia, a master in Computer Science from University of New Brunswick, in Canada and a doctor in computer science from University of Indonesia, Depok, in Indonesia. Dr. Eko K. Budiardjo is a member of the International Association of Engineers (IAENG); a senior member of the International Association of Computer Science and Information Technology (IACSIT); the vice chairman of ICT Technical Committee of The National Research Council (DRN) Republic of Indonesia; a chairman of the Indonesian ICT Profession Society (IPKIN).His research interests Software Engineering, Requirements Engineering, Customer Relationship Management (CRM), Technopreneurship.