Background
Kaliszewski, Ignacy Stanislaw was born on January 19, 1949 in Warsaw, Poland. Son of Stanislaw Josef and Tamara (Winiarska) Kaliszewski.
(This work results from my interest in the field of vector...)
This work results from my interest in the field of vector optimiza tion. I stumbled first upon this subject in 1982 during my six months visit to the Istituto di Elaborazione della Informazione in Pisa, Italy, supported by a fellowship of the (Italian) Consiglio Nationale delle Richerche. I was attracted then by a gap between vector optimiza tion used to serve as a formal model for multiple objective decision problems and the decision problems themselves, the gap nonexis tent in scalar optimization. Roughly speaking, vector optimization provides methods for ranking decisions according to a partial order whereas decision making requires a linear ordering of decisions. The book deals with vector optimization. However, vector opti mization is considered here not only as a topic of research in itself but also as a basic tool for decision making. In consequence, all results presented here are aimed at exploiting and understanding the structure of elements (decisions) framed by a vector optimiza tion problem with the underlying assumption that the results should be interpretable in terms and applicable in the context of decision making. Computational tractability of results is therefore of special concern throughout this book. A unified framework for presentation is offered by the Cone Sep aration Technique (CST) founded on the notion of cone separation.
http://www.amazon.com/gp/product/1461361974/?tag=2022091-20
(This work results from my interest in the field of vector...)
This work results from my interest in the field of vector optimiza tion. I stumbled first upon this subject in 1982 during my six months visit to the Istituto di Elaborazione della Informazione in Pisa, Italy, supported by a fellowship of the (Italian) Consiglio Nationale delle Richerche. I was attracted then by a gap between vector optimiza tion used to serve as a formal model for multiple objective decision problems and the decision problems themselves, the gap nonexis tent in scalar optimization. Roughly speaking, vector optimization provides methods for ranking decisions according to a partial order whereas decision making requires a linear ordering of decisions. The book deals with vector optimization. However, vector opti mization is considered here not only as a topic of research in itself but also as a basic tool for decision making. In consequence, all results presented here are aimed at exploiting and understanding the structure of elements (decisions) framed by a vector optimiza tion problem with the underlying assumption that the results should be interpretable in terms and applicable in the context of decision making. Computational tractability of results is therefore of special concern throughout this book. A unified framework for presentation is offered by the Cone Sep aration Technique (CST) founded on the notion of cone separation.
http://www.amazon.com/gp/product/0792394925/?tag=2022091-20
Kaliszewski, Ignacy Stanislaw was born on January 19, 1949 in Warsaw, Poland. Son of Stanislaw Josef and Tamara (Winiarska) Kaliszewski.
Master of Science, Technology University, Warsaw, 1971. Doctor of Philosophy, Polish Academy of Sciences, Warsaw, 1981. Doctor of Science, Polish Academy of Sciences, Warsaw, 1995.
Assistant Institute Applied Cybernetics, Polish Academy Sciences, 1971-1974; assistant Institute for Organisation, Management and Control Sciences, Polish Academy Sciences, 1974-1976; assistant Systems Research Institute, Polish Academy Sciences, 1976-1981; associate professor Systems Research Institute, Polish Academy Sciences, since 1981; system analyst, Polish Development Bank, Warsaw, 1994-1995; advisor to president, Warsaw Board Trade, 1995-1996; advisor to president, National Depository for Securities, since 1996. Adjunct Professor business school Carleton U., Ottawa, Canada, since 1995.
(This work results from my interest in the field of vector...)
(This work results from my interest in the field of vector...)
Member Polish Mathematics Society, Polish Operational and Systems Research Society, Institute Operations Research Management Sciences (secretary Poland chapter).
Married Ewa Malgorzata Bednarczuk Jedruszczak, May 30, 1981. Children: Agnieszka, Dominika, Kacper.