Keynote Speaker I
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)
Prof. Endre Boros
Topic :Polynomially Computable Sharp Probability Bounds
Education
MS. in Mathematics, Eötvös Loránd University, Budapest, Hungary, 1978;
Thesis title:
On Sperner Spaces; advisor: Ferenc Kárteszi
Doctorate (Ph.D.) in Mathematics, Eötvös Loránd University, Budapest, Hungary, 1985;
Thesis title:
Surrogate Constraints in 0-1 Programming; advisor: András Prékopa
Permanent positions
MSIS Department and RUTCOR, Rutgers University, New Brunswick, NJ, USA.
Distinguished Professor and Director of RUTCOR 2007 - ; Full Professor 1996-2007;
Associate Professor 1989-1996; Post-Doctoral Fellow, 1986-1989.
Department of Operations Research, Computer and Automation Institute, Hungarian
Academy of Sciences, Budapest, Hungary. Research Associate 1978-1989.
(On leave, 1986-1989.)
Keynote Speaker II
- 吳天勝 (Tension) 漢翔航空工業研發長
- 講題:人工智慧與作業研究在航空製造業的應用