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    Öğeler eklenirken hata oldu. Lütfen tekrar deneyiniz.
      by 
      Georgescu-Roegen, Nicholas.
      Format: 
      Alıntı: 
      . MATHEMATICAL DYNAMIC SYSTEMS AND GROWTH; VI. DIFFERENTIAL EQUATIONS AND ECONOMIC DYNAMICS; VII. COMMODITIES
      by 
      Ziemba, W. T., compiler.
      Format: 
      Alıntı: 
      Contents; PREFACE; ACKNOWLEDGMENTS; Part I: Mathematical Tools; INTRODUCTION; I. Expected Utility Theory
      by 
      Simon, Harold A.
      Format: 
      Alıntı: 
      Mathematical Models; 3.3 Other Forms of Modeling; 3.4 Exercises; References; Chapter 4. Values and Alternatives
      by 
      Fu, K. S. (King Sun), 1930-1985.
      Format: 
      Alıntı: 
      stationarity; methods of system representation with an accuracy that is the best within a given class of models
      by 
      Elton, Robert Andrew, author.
      Format: 
      Alıntı: 
      models of the probabilistic structure of DNA base sequence can be used to throw light on the way in which
      by 
      Young, Bryan D., author.
      Format: 
      Alıntı: 
      instrumentation and computer programs both of which are discussed in detail. The mathematical model consisted of
      by 
      Ames, William F.
      Format: 
      Alıntı: 
      stationarity; methods of system representation with an accuracy that is the best within a given class of models
      by 
      Galejs, Janis, 1923-
      Format: 
      Alıntı: 
      3.3 Mathematical Models of Lightning Discharges3.4 Statistical Models for Relating Source and
      by 
      Boudarel, R. (René)
      Format: 
      Alıntı: 
      stationarity; methods of system representation with an accuracy that is the best within a given class of models
      by 
      Baker, George A. (George Allen), 1932-
      Format: 
      Alıntı: 
      stationarity; methods of system representation with an accuracy that is the best within a given class of models
      by 
      Alt, Franz, 1938-
      Format: 
      Alıntı: 
      Revolution; 2. Technological and Scientific Programming Languages; 3. Mathematical Models Related to
      by 
      Schering Workshop on Pharmacokinetics (1969 : Berlin, Germany)
      Format: 
      Alıntı: 
      -CompartmentModels); Introduction; The notion of compartment; Some examples of multi-compartmental models; The mathematical