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          6-27Mathematics in Dibrugarh University Surajit Borkotokey副教授應(yīng)邀管理與經(jīng)濟學(xué)院作學(xué)術(shù)報告

          題目:Fuzzy Bi-cooperative Games: Solution Concepts
          主講人:Surajit Borkotokey副教授(Mathematics in Dibrugarh University, India)
          時間:2014年6月27日(星期五)上午10:30
          地點:主樓418會議室
          主講人簡介:
          Surajit Borkotokey is an associate professor in the Department of Mathematics, Dibrugarh University, Assam, India. He teaches Real Analysis, Measure Theory, Cooperative Game Theory and Fuzzy Logic. He did his MSc and MPhil from the University of Delhi, India and PhD from Dibrugarh University, India in Fuzzy Algebra. Later shifted to cooperative game theory and did post-doctoral research at Louisina State University, USA on Mathematical Models on Network Games. Received National award for Best Research Paper in the Mathematical Science Section at the “Indian Science Congress – 2002” and awarded with the Indo-US Research Fellowship to work in the USA. He has published 21 papers on highly reputed journals and few review articles for Mathematical Review of the American Mathematical Society. A major research project on Network Games is going on under his supervision with an amount of 11 lacs of Indian Rupees. He visited the University of Western Australia, University of Paris, Indiana University, Bloomington, USA, University of Illinois at Chicago, USA etc. and has collaboration with researchers from Slovakia, USA and France.
          內(nèi)容簡介:
          In this report I am going to present the recent developments on Fuzzy Bi-cooperative Games and their solutions with special emphasis on the LG value. Basic ideas on Bi-cooperative games and their fuzzy counterparts will be followed by a detailed study on few classes of fuzzy Bi-cooperative games namely the games with proportional value, in Choquet integral form and in multilinear extension form. The LG values for the classes of games in Choquet Integral form and Multilinear form are proposed. The theoretical models are supplemented with numerical examples.

          (承辦:管理科學(xué)與物流系)

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