.publisher:China Agriculture Press.description:Paperback. Pub Date: Unknown in Publisher: China Agriculture Press List Price: 36.00 yuan Author: Publisher: China Agriculture Press ISBN: 9787109162563 Yema: Revision: Binding: Folio: Published :2011 -6-1 printing time: Words: Goods ID: 22739334 Des
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Seller: liu xing, Nanjing, JS, China
paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date: Unknown in Publisher: China Agriculture Press List Price: 36.00 yuan Author: Publisher: China Agriculture Press ISBN: 9787109162563 Yema: Revision: Binding: Folio: Published :2011 -6-1 printing time: Words: Goods ID: 22739334 Description This book kinetic model. optimization and statistical models as a tool for establishing a biological model. the blend of biology. life sciences and medicine theory and demand. revealing the biology and evolution of life by follow mathematical principles. to provide a platform for biological modeling and mathematical experiments through the application of computers to expand. The book is seven chapters. the book includes detailed descriptions of the biological dynamics. epidemic dynamics. biological economics. operations research. statistics. linear models. mixed linear models. simultaneous equations model with structural equation model various biological The basic theory. cited the case of application of the various models and gives detailed analysis and numerical calculation. also attached calculation software MATLAB or statistical software SAS program. The book is clear. reasonable structure. system and focus on theoretical and practical. The book can be used as the colleges and universities of agriculture. forestry. life sciences and economics professional high-year undergraduate and first year graduate students teaching materials. also can be used as a reference book for researchers engaged in bio-mathematics and statistics research. Differential equation model of Introduction Preface Foreword Chapter biological growth model of application 1.1 1.1.1 biokinetic model 1.1.2 Several biokinetic model 1.2 pharmacokinetic model 1.2.1 pharmacokinetics of single-compartment model 1.2 .2 two-compartment pharmacokinetic model 1.3 of mathematical experiment with MATLAB to achieve of 1.3.1 solutions of differential equations (group) the MATLAB command 1.3.2 nonlinear regression model parameter estimation and testing in MATLAB 1.4 Case Study 1.5 gray system prediction gray system model 1.5.1 Introduction 1.5.2 GM (1.1) model 1.5.3 GM (1.1) model mathematics test case analysis 1.5.4 residual GM (1.1) model experiments exercises the stability of the single population model of several discrete discrete population model 210 single population the discrete model 2.1.1 Differential concept 2.1.2 2.1.3 discrete of single populations nonlinear model 2.1.4 Discrete single population model experimental case 2.2 age structure 2.2.1 Matrix model of single populations discrete model of linear iterative Chapter 2.2.2 Lewis-Lesile model 2.2.3 Markov chain model 2.2.4 Life table set up experimental exercises Multigroup interaction model Chapter resources and environmental use of the optimal control model of Chapter statistical linear model Chapter VI Chapter VII of the linear mixed model multivariate linear model with simultaneous equations model Reference Literature Editor's summary with illustrations Media Reviews Online probation part chapterFour Satisfaction guaranteed,or money back. Seller Inventory # EJ010833