doc. dr. Seyed Ahmad Hosseini
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Experimental design and analysis, 1. year
Master’s study programme Viticulture and Enology -
Statistics, 2. year
Bachelor's degree programme Engineering and Management (first cycle)
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Experimental design and analysis, 1. year
Master’s study programme Viticulture and Enology -
Project 1, 1. year
Master's degree programme Engineering and Management (second cycle) -
Statistics, 2. year
Bachelor's degree programme Engineering and Management (first cycle)
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Individual Project, 2. year
Master's degree programme Leadership in Open Education (second cycle) -
Decision support models and systems, 1. year
Master's degree programme Engineering and Management (second cycle) -
Decision support models and systems, 2. year
Master's degree programme Engineering and Management (second cycle) -
Experimental design and analysis, 1. year
Master’s study programme Viticulture and Enology -
Digital resource & document management, 1. year
Bachelor's degree programme Engineering and Management (first cycle) -
Introduction to Computer and Information Science, 1. year
Bachelor's programme in Viticulture and Enology (first cycle) -
Business information systems, 2. year
Bachelor's degree programme Engineering and Management (first cycle) -
Individual research project 2, 2. year
Master's degree programme Engineering and Management (second cycle)
doc. dr. A. Hosseini
Industrial Engineering || Mathematical Optimization || Biostatistics
Operations Research (OR) || Data Analysis || Machine Learning
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Dr. Hosseini is primarily interested in interdisciplinary research at the intersection of Operational Research (OR), Industrial Engineering, Mathematical Optimization, Computer Science, and Data Analytics, with a focus on theoretical foundations, design methodologies, and practical implementation. With a foundation in Engineering and Mathematics, coupled with extensive international work experiences, he has actively participated in numerous interdisciplinary projects and collaborated with various international top-tier scientists in a wide array of application domains. His contributions have been impactful in areas such as Transportation, Forestry Planning, Supply Chains, Logistics, System Engineering, Viticulture, Enology, and Biology.
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Specifically, his expertise encompasses modeling and application of Combinatorial and Industrial Optimization Problems. His research predominantly relies on effectively leveraging mathematical programming techniques and network optimization algorithms, and a fusion of heuristics/metaheuristics with exact/approximation/stochastic optimization methodologies to formulate problems across diverse domains and tackle intricate challenges, ultimately bridging theoretical concepts with practical applications. Furthermore, with a keen focus on Data Science and 10+ experience in Data Analysis, he also excels in extracting meaningful insights from data across scientific fields and industries. His proficiency in utilizing Statistical Methods, Machine Learning Algorithms, and Data Analytics tools and his experience in combining theory and practice of statistics contributes to a comprehensive understanding of phenomena, supporting evidence-based decision-making in both scientific research and industrial applications.
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Keywords: Operations Research (OR) · Industrial Engineering · Mathematical Programming · Logistics · Transportation · Inventory Management · Combinatorial Optimization · Network Flows and Algorithms · Heuristics · Biostatistics · Uncertainty · Applied Statistics · Machine Learning · Data Mining · Data Analysis · Decision Analysis · Decision Support Systems · GAMS · OPL · AIMMS · Weka · SPSS · Minitab · XLSTAT · Linear Program Solver (LiPS IDE) · R (Prog Lang) · Power BI · SIMCA · GraphPad Prism · Gephi · Tableau · JMP Pro · Origin Pro · PanelCheck · MetaboAnalyst · HTML · SQL · DEXi · Web-HIPRE
Special Issue: Mathematical Programming, Optimization and Applications
We are pleased to announce that the webpage of the Special Issue titled "Mathematical Programming, Optimization and Applications" is now online:
https://www.mdpi.com/si/mathematics/9F47G890G0
A special issue of Mathematics (ISSN 2227-7390). This special issue belongs to the section "D2: Operations Research and Fuzzy Decision Making". It aims to showcase the latest theoretical breakthroughs, innovative algorithmic developments, and cutting-edge applications of mathematical programming and optimization.
We seek to highlight how these powerful tools are being leveraged to solve complex problems across a diverse range of fields, including but not limited to engineering, finance, healthcare, logistics, and artificial intelligence. The goal is to foster a dialogue between theorists developing new methods and practitioners applying them to real-world challenges, thereby bridging the gap between abstract mathematical models and tangible impact. We invite the submission of high-quality, original research articles and comprehensive review papers that present significant contributions to the field.
Guest Editor
doc. dr. A. Hosseini