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      by 
      Bischi, Gian Italo. editor.
      Format: 
      Alıntı: 
      topics from mathematical methods as well as numerous applications including recent developments on asset
      by 
      Norén, Ronny. author.
      Format: 
      Alıntı: 
      -- Appendix: The Mathematical Equations of the Model -- Some Parameters Assignments of the Model -- A
      by 
      Seeanner, Florian. author.
      Format: 
      Alıntı: 
      ·         Simultaneous Lot-Sizing and Scheduling for Flow Line Production Systems ·         MIP Models and Heuristic
      by 
      Armbruster, Dieter.
      Format: 
      Alıntı: 
      </p><p><br>•Conflicts between complex production network models and their controlling policies.</p><p
      by 
      Hall, Randolph.
      Format: 
      Alıntı: 
      of scheduling to improve healthcare efficiency.</p><p>(2)   Objectives, constraints and mathematical
      by 
      Stein, Jerome L.
      Format: 
      Alıntı: 
      , disregarded warnings -- Failure of the Quants, mathematical finance models -- Philosophy of Stochastic optimal
      by 
      Sornette, Didier.
      Format: 
      Alıntı: 
      mathematical model for market manipulations.- Adaptation of world experience in insider dealing regulation to
      by 
      Denton, Brian T. editor.
      Format: 
      Alıntı: 
      , the fastest growing part of many health systems, and describe operations research models for primary
      by 
      Ukkusuri, Satish V. editor.
      Format: 
      Alıntı: 
      Dynamic Traffic Assignment: A Survey of Mathematical Models and Techniques -- The Max
      by 
      Saaty, Thomas L. author.
      Format: 
      Alıntı: 
      mathematical models on which economics bases its quantitative thinking. For psychologists, sociologists and
      by 
      Ashimov, Abdykappar A.
      Format: 
      Alıntı: 
      validated numerous mathematical models describing complex interactions between economic and social factors
      by 
      Georgescu-Roegen, Nicholas.
      Format: 
      Alıntı: 
      . MATHEMATICAL DYNAMIC SYSTEMS AND GROWTH; VI. DIFFERENTIAL EQUATIONS AND ECONOMIC DYNAMICS; VII. COMMODITIES