Modeling and Analyzing Complex Economic Systems

Name: Modeling and Analyzing Complex Economic Systems
Price: 825.00 HUF
Availability: InStock
Author: Kapolyi László
ISBN: 9639501727

Kapolyi László - Modeling and Analyzing Complex Economic Systems, Budapest 2006 antikvár könyv

(0 vélemény)

Antikvár könyv

825 Ft

1 500 Ft

45%

Állapot

Készleten

Jó

Központi raktár

Kedvezményes

hűségpont

Hogy működik az alku?

Bővebb leírás

ISBN:	9639501727
Sorozatcím:	Mundus Library of Natural Sciences
Kiadó:	Mundus Press
Kiadás éve:	2006
Kiadás helye:	Budapest
Nyomda:	Kinizsi Nyomda
Borítótervezők:	Susán Pál
Kötés típusa:	fűzött kemény papír
Terjedelem:	239
Nyelv:	angol
Méret:	Szélesség: 17.00 cm, Magasság: 24.00 cm
Súly:	0.00 kg
Kategória:	Közgazdaságtan / Idegennyelv / Nyelvek / Angol / Műszaki / Számítástechnika, Informatika

Ajánlja ismerőseinek is!

Kívánságlistára teszem ezt a könyvet!

Megnézem a tartalomjegyzéket!

Preface                                    5
Table of Contcnts                             7
1 Producer-Consumer Systems                11
  1.1 Model with Full Information          11
  1.2 Model with Time Delay                16
  1.3 Model with Symmetric Firms           20
2 Oligopolistic Systems                    26
  2.1 The Classical Cournot Model          26
  2.2 Models with Product Differentiation  29
  2.3 Multi-product Models                 30
  2.4 Rcnt-seeking Models                  31
  2.5 Labor-managed Oligopolies            32
  2.6 Long-tenn Behavior of Oligopolies    33
  2.7 Model with Uncertain Price Function  38
  2.8 Model with Information Lag           41

3 Oligopsonies                             48
  3.1 The Main Model                       48
  3.2 Existence of Equilibrium             49
  3.3 Dynamic Models                       53
  3.4 Asymptotical Analysis                55

4 Multi-Sector Dynamics                    58
  4.1 Solvability of thc Leontier s System 58
  4.2 A Dynamic Leontier s System          65
  4.3 The Dynamic Model of von Neumann     67
  4.4 Nonlinear Input-Output Models        71

5 Imperfect Competition and Equilibria     78
  5.1 The Basic Modcl                      78
  5.2 Quantity Setting                     86
  5.3 Price Setting                        90
  5.4 Benassy-Equilibrium                  92

6 Dynamism with Imperfect Competition      94
  6.1 Introduction                         94
  6.2 A Particular Model                   99
  6.3 Special Cases                        103
  6.4 A Stability Condition                105


7 A Macro Economic System                                  111
   7.1 System Elements                                     111
   7.2 Functional Relations Among Elements                 113
   7.3 The Density and Quality Fields                      114
   7.4 Export-Import Elment                                115
   7.5 A General Model                                     116
   7.6 Solution Concepts and Methods                       117

8 Solution of Linear and Nonlinear Equations               123
   8.1 Solution of Linear Algebraic Systems of Equations   124
     8.1.1 Gauss-Elimination                               124
     8.1.2 LU Decomposition                                127
     8.1.3 Cholesky's Method                               129
     8.1.4 Fixed-point Iteration                           129
     8.1.5 Jacobi Iteration                                130
     8.1.6 Gauss-Seidel Method                             131
     8.1.7 Successive Overrelaxation Method                132
   8.2 Nonlinear Equations of a Single Variable            133
   8.3 Systems of Nonlinear Equations                      139

9 Solution of Matrix Eigenvalue Problems                   143
   9.1 Direct Methods                                      144
   9.2 Reduction to Nonlinear Algebraic Equations          146
   9.3 The Jacobi Method for Symrnetric Matrices           147
   9.4 The Power Method                                    149
   9.5 The QR Transformation                               151
   9.6 The Generalized Eigenvalue Problem                  152

10 Numerical Integration                                   153
   10.1 Interpolatory Intergration                         153
   10.2 Compound Formulas                                  156
   10.3 Richardson's Extrapolation and Romberg Integration 161
   10.4 Gauss Integrals                                    164
   10.5 On-line Error Estirnation and Adaptive Integration 166
   10.6 Improper Integrals                                 168
   10.7 Multiple Integrals                                 171

11 Solution of Dynamic Equations                           176
   11.1 The Taylor's Series Method                         177
   11.2 The Euler's Method                                 180
   11.3 Runge-Kutta Methods                                182
   11.4 Linear Multistep Methods                           185
   11.5 Runge-Kutta and Adams Methods for Systems          190
   11.6 Error Control and Step-Size Selection              192


12 Solution of Linear Systems       194
 12.1 Linearization                 194
 12.2 Lincar Discrcte Systems       195
 12.3 Linear Continuous Systems     I98
   12.3.1 Homogeneous Systems       198
   12.3.2 Inhornogeneous Systems    201
 12.4 Bounding the Solutions        203
 12.5 Effect of Inexact Data        204
 12.6 Effect of Delayed Information 208

13 Systems Under Uncertainty        214
 13.1 The Basic Model               214
 13.2 Statistical Updating          215
 13.3 Duopoly Under Uncertainty     219
 13.4 Choice of Commoditics         224
 13.5 A General Model               228

References                          233

Index                               235