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Contents  
 
Preface V
Foreword IX
Part I General Introduction  
1 Basic Principles 3
1.1 Systems Biology is Biology! 3
1.2 Systems Biology is Modeling 5
1.2.1 Properties of Models 6
1.2.1.1 Model Assignment is not Unique 6
1.2.1.2 System State 6
1.2.1.3 Steady States 7
1.2.1.4 Variables, Parameters, and Constants 7
1.2.1.5 Model Behavior 8
1.2.1.6 Process Classification 8
1.2.1.7 Purpose and Adequateness of Models 8
1.2.1.8 Advantages of Computational Modeling 8
1.2.1.9 Model Development 9
1.2.2 Typical Aspects of Biological Systems and Corresponding Models 10
1.2.2.1 Network Versus Elements 10
1.2.2.2 Modularity 10
1.2.2.3 Robustness and Sensitivity are Two Sides of the Same Coin 11
1.3 Systems Biology is Data Integration 11
1.4 Systems Biology is a Living Science 14
References 15
2 Biology in a Nutshell 19
Introduction 19
2.1 The Origin of Life 20
2.2 Molecular Biology of the Cell 23
2.2.1 Chemical Bonds and Forces Important in Biological Molecules 23
2.2.2 Functional Groups in Biological Molecules 26
2.2.3 Major Classes of Biological Molecules 27
2.2.3.1 Carbohydrates 27
2.2.3.2 Lipids 27
2.2.3.3 Proteins 31
2.2.3.4 Nucleic Acids 35
2.3 Structural Cell Biology 37
2.3.1 Structure and Function of Biological Membranes 38
2.3.2 Nucleus 40
2.3.3 Cytosol 41
2.3.4 Mitochondria 42
2.3.5 Endoplasmatic Reticulum and Golgi Complex 43
2.3.6 Other Organelles 44
2.4 Expression of Genes 45
2.4.1 Transcription 45
2.4.2 Processing of the mRNA 47
2.4.3 Translation 48
2.4.4 Protein Sorting and Posttranslational Modifications 50
2.4.5 Regulation of Gene Expression 51
2.5 Cell Cycle 52
2.5.1 Mitosis 54
2.5.2 Meiosis and Genetic Recombination 54
References 55
3 Mathematics in a Nutshell 57
Introduction 57
3.1 Linear Algebra 57
3.1.1 Linear Equations 57
3.1.1.1 The Gaussian Elimination Algorithm 59
3.1.1.2 Systematic Solution of Linear Systems 60
3.1.2 Matrices 62
3.1.2.1 Basic Notions 62
3.1.2.2 Linear Dependency 62
3.1.2.3 Basic Matrix Operations 62
3.1.2.4 Dimension and Rank 64
3.1.2.5 Eigenvalues and Eigenvectors of a Square Matrix 65
3.2 Ordinary Differential Equations 66
3.2.1 Notions 67
3.2.2 Linearization of Autonomous Systems 69
3.2.3 Solution of Linear ODE Systems 70
3.2.4 Stability of Steady States 71
3.2.4.1 Global Stability of Steady States 73
3.2.4.2 Limit Cycles 74
3.3 Difference Equations 75
3.4 Statistics 77
3.4.1 Basic Concepts of Probability Theory 78
3.4.1.1 Random Variables, Densities, and Distribution Functions 81
3.4.1.2 Transforming Probability Densities 84
3.4.1.3 Product Experiments and Independence 84
3.4.1.4 Limit Theorems 85
3.4.2 Descriptive Statistics 86
3.4.2.1 Statistics for Sample Location 86
3.4.2.2 Statistics for Sample Variability 87
3.4.2.3 Density Estimation 88
3.4.2.4 Correlation of Samples 89
3.4.3 Testing Statistical Hypotheses 91
3.4.3.1 Statistical Framework 91
3.4.3.2 Two-sample Location Tests 93
3.4.4 Linear Models 96
3.4.4.1 ANOVA 96
3.4.4.2 Multiple Linear Regression 98
3.5 Graph and Network Theory 99
3.5.1 Introduction 100
3.5.2 Regulatory Networks 101
3.5.2.1 Linear Networks 101
3.5.2.2 Boolean Networks 101
3.5.2.3 Bayesian Networks 102
3.6 Stochastic Processes 103
3.6.1 Gillespie’s Direct Method 105
3.6.2 Other Algorithms 105
3.6.3 Stochastic and Macroscopic Rate Constants 106
3.6.3.1 First-order Reaction 106
3.6.3.2 Second-order Reaction 107
References 107
4 Experimental Techniques in a Nutshell 109
Introduction 109
4.1 Elementary Techniques 109
4.1.1 Restriction Enzymes and Gel Electrophoresis 109
4.1.2 Cloning Vectors and DNA Libraries 113
4.1.3 1D and 2D Protein Gels 117
4.1.4 Hybridization and Blotting Techniques 119
4.1.4.1 Southern Blotting 120
4.1.4.2 Northern Blotting 121
4.1.4.3 Western Blotting 121
4.1.4.4 In situ Hybridization 121
4.1.5 Further Protein Separation Techniques 122
4.1.5.1 Centrifugation 122
4.1.5.2 Column Chromatography 123
4.2 Advanced Techniques 124
4.2.1 PCR 124
4.2.2 DNA and Protein Chips 126
4.2.2.1 DNA Chips 126
4.2.2.2 Protein Chips 127
4.2.3 Yeast Two-hybrid System 128
4.2.4 Mass Spectrometry 129
4.2.5 Transgenic Animals 130
4.2.6 RNA Interference 131
References 133
Part II Standard Models and Approaches in Systems Biology  
5 Metabolism 137
Introduction 137
5.1 Enzyme Kinetics and Thermodynamics 140
5.1.1 The Law of Mass Action 141
5.1.2 Reaction Kinetics and Thermodynamics 142
5.1.3 Michaelis-Menten Kinetics 144
5.1.3.1 How to Derive a Rate Equation 146
5.1.3.2 Parameter Estimation and Linearization of the Michaelis-Menten Equation 147
5.1.3.3 The Michaelis-Menten Equation for Reversible Reactions 148
5.1.4 Regulation of Enzyme Activity by Protein Interaction 149
5.1.5 Inhibition by Irreversible Binding of Inhibitor to Enzyme 152
5.1.6 Substrate Inhibition 152
5.1.7 Inhibition by Binding of Inhibitor to Substrate 153
5.1.8 Binding of Ligands to Proteins 153
5.1.9 Positive Homotropic Cooperativity and the Hill Equation 154
5.1.10 The Monod-Wyman-Changeux Rate Expression for Enzymes with Sigmoid Kinetics 155
5.2 Metabolic Networks 157
5.2.1 Systems Equations 158
5.2.2 Information Contained in the Stoichiometric Matrix N 159
5.2.3 Elementary Flux Modes and Extreme Pathways 162
5.2.4 Flux Balance Analysis 164
5.2.5 Conservation Relations: Null Space of NT 165
5.2.6 Compartments and Transport across Membranes 168
5.2.7 Characteristic Times 168
5.2.8 Approximations Based on Timescale Separation 171
5.2.8.1 The Quasi-steady-state Approximation 171
5.2.8.2 Quasi-equilibrium Approximation 172
5.3 Metabolic Control Analysis 174
5.3.1 The Coefficients of Control Analysis 175
5.3.1.1 The Elasticity Coefficients 177
5.3.1.2 Control Coefficients 178
5.3.1.3 Response Coefficients 180
5.3.1.4 Matrix Representation of the Coefficients 180
5.3.2 The Theorems of Metabolic Control Theory 181
5.3.2.1 The Summation Theorems 181
5.3.2.2 The Connectivity Theorems 183
5.3.2.3 Derivation of Matrix Expressions for Control Coefficients 185
5.3.3 Extensions of Metabolic Control Analysis 191
5.3.3.1 Control Analysis for Variables other than Fluxes and Concentrations 191
5.3.3.2 Time-dependent Control Coefficients 193
5.3.3.3 Spatially Heterogeneous and Time-varying Cellular Reaction Networks 194
Suggested Further Reading 195
References 196
6 Signal Transduction 201
Introduction 201
6.1 Function and Structure of Intra- and Intercellular Communication 202
6.2 Receptor-Ligand Interactions 203
6.3 Structural Components of Signaling Pathways 206
6.3.1 G Proteins 206
6.3.2 Ras Proteins 208
6.3.3 Phosphorelay Systems 209
6.3.4 MAP Kinase Cascades 211
6.3.5 Jak-Stat Pathways 216
6.4 Signaling: Dynamic and Regulatory Features 217
6.4.1 Simple Motifs 217
6.4.2 Adaptation Motif 219
6.4.3 Negative Feedback 220
6.4.4 Quantitative Measures for Properties of Signaling Pathways 220
References 223
7 Selected Biological Processes 225
Introduction 225
7.1 Biological Oscillations 225
7.1.1 Glycolytic Oscillations: The Higgins-Sel’kov Oscillator 226
7.1.2 Other Modes of Behavior 229
7.1.3 Coupling of Oscillators 230
7.1.4 Sustained Oscillations in Signaling Cascades 233
7.2 Cell Cycle 234
7.2.1 Steps in the Cycle 235
7.2.2 Minimal Cascade Model of a Mitotic Oscillator 236
7.2.3 Models of Budding Yeast Cell Cycle 238
7.3 Aging 240
7.3.1 Evolution of the Aging Process 241
7.3.2 Accumulation of Defective Mitochondria 245
7.3.2.1 Synthesis Rates 247
7.3.2.2 Radical Levels 248
7.3.2.3 Dilution of Membrane Damage 248
7.3.2.4 The Equations 249
7.3.2.5 Choice of Parameters and Simulation Results 251
References 254
8 Modeling of Gene Expression 257
Introduction 257
8.1 Modules of Gene Expression 258
8.2 Promoter Identification 259
8.2.1 General Promoter Structure 260
8.2.2 Sequence-based Prediction of Promoter Elements 262
8.2.3 Approaches that Incorporate Additional Information 264
8.3 Modeling Specific Processes in Eukaryotic Gene Expression 265
8.3.1 One Example, Different Approaches 266
8.3.1.1 Description with Ordinary Differential Equations 266
8.3.1.2 Representation of Gene Network as Directed and Undirected Graphs 269
8.3.1.3 Bayesian Networks 270
8.3.1.4 Boolean Networks 270
8.3.1.5 Gene Expression Modeling with Stochastic Equations 273
8.3.2 Time Delay in Gene Regulation 274
8.3.3 Modeling the Elongation of a Peptide Chain 276
8.4 Modeling the Regulation of Operons in E. coli 278
8.4.1 Mechanism of the Lac Operon in E. coli 278
8.4.2 The Model According to Griffith 280
8.4.3 The Model According to Nicolis and Prigogine 282
References 286
9 Analysis of Gene Expression Data 289
Introduction 289
9.1 Data Capture 289
9.1.1 DNA Array Platforms 289
9.1.2 Image Analysis and Data Quality Control 291
9.1.2.1 Grid Finding 291
9.1.2.2 Quantification of Signal Intensities 292
9.1.2.3 Signal Validity 293
9.1.3 Pre-processing 296
9.1.3.1 Global Measures 296
9.1.3.2 Linear Model Approaches 297
9.1.3.3 Nonlinear and Spatial Effects 297
9.1.3.4 Other Approaches 298
9.2 Fold-change Analysis 299
9.2.1 Planning and Designing Experiments 299
9.2.2 Tests for Differential Expression 301
9.2.3 Multiple Testing 303
9.2.4 ROC Curve Analysis 306
9.2.5 Validation Methods 307
9.3 Clustering Algorithms 307
9.3.1 Hierarchical Clustering 311
9.3.2 Self-organizing Maps (SOMs) 314
9.3.3 K-means 315
9.4 Validation of Gene Expression Data 316
9.4.1 Cluster Validation 316
9.4.2 Principal Component Analysis 318
9.4.3 Functional Categorization 321
9.5 Classification Methods 322
9.5.1 Basic Concepts 322
9.5.2 Support Vector Machines 323
9.5.3 Other Approaches 326
9.5.4 Cross-validation 327
9.5.4.1 The Holdout Method 327
9.5.4.2 k-fold Cross-validation 327
9.5.4.3 Leave-one-out Cross-validation 327
9.6 Reverse Engineering Genetic Networks 328
9.6.1 Reconstructing Boolean Networks 328
9.6.2 Other Approaches 330
9.6.3 Network Motifs 331
References 333
10 Evolution and Self-organization 337
Introduction 337
10.1 Quasispecies and Hypercycles 338
10.1.1 Selection Equations for Biological Macromolecules 339
10.1.1.1 Self-replication Without Interaction 340
10.1.1.2 Selection at Constant Total Concentration of Self-replicating Molecules 340
10.1.1.3 Self-replication with Mutations: The Quasispecies Model 342
10.1.1.4 The Genetic Algorithm 343
10.1.1.5 Assessment of Sequence Length for Stable Passing-on of Sequence Information 344
10.1.1.6 Coexistence of Self-replicating Sequences: Complementary Replication of RNA 345
10.1.2 The Hypercycle 346
10.2 Other Mathematical Models of Evolution 349
10.2.1 Spin-glass Model of Evolution 349
10.2.2 Neutral Theory of Molecular Evolution 351
10.2.3 Boolean Network Models 352
10.3 Prediction of Biological Systems from Optimality Principles 355
10.3.1 Optimization of Catalytic Properties of Single Enzymes 356
10.3.2 Optimal Distribution of Enzyme Concentrations in a Metabolic Pathway 359
10.3.3 Temporal Transcription Programs 362
References 364
11 Data Integration 367
Introduction 367
11.1 Database Networks 368
11.1.1 Basic Concepts of Database Integration 369
11.1.2 SRS 370
11.1.3 EnsMart 371
11.1.4 DiscoveryLink 372
11.1.5 Data Exchange 372
11.2 Information Measurement in Heterogeneous Data 374
11.2.1 Information and Entropy 374
11.2.2 Mutual Information 376
11.2.3 Information Correlation: Example 379
11.3 Biclustering 381
11.3.1 The Problem 381
11.3.2 Algorithmic Example 382
11.3.3 Biclustering and Data Integration 384
References 385
12 What’s Next? 387
12.1 Systems Biology: The Core of Biological Research and Medical Practice of the Future? 387
12.2 Experimental Planning in the Systems Biology Phase of Biological Research 388
12.3 Publication in the Era of Systems Biology 389
12.4 Systems Biology and Text Mining 389
12.5 Systems Biology in Medicine 390
12.6 Systems Biology in Drug Development 390
12.7 Systems Biology in Food Production and Biotechnology 391
12.8 Systems Biology in Ecology 391
12.9 Systems Biology and Nanotechnology 391
12.10 Guiding the Design of New Organisms 392
12.11 Computational Limitations 393
12.12 Potential Dangers 394
References 394
Part III Computer-based Information Retrieval and Examination  
13 Databases and Tools on the Internet 399
Introduction 399
13.1 Gene Ontology 399
13.2 KEGG 403
13.3 BRENDA 404
13.4 Databases of the National Center for Biotechnology 405
13.5 Databases of the European Bioinformatics Institute 406
13.5.1 EMBL Nucleotide Sequence Database 407
13.5.2 Ensembl 407
13.5.3 InterPro 408
13.6 Swiss-Prot, TrEMBL, and UniProt 408
13.7 Reactome 409
13.8 PDB 410
13.9 TRANSFAC and EPD 413
13.9.1 TRANSFAC 413
13.9.2 EPD 414
13.10 Genome Matrix 415
References 417
14 Modeling Tools 419
Introduction 419
14.1 Modeling and Visualization 419
14.1.1 Mathematica and Matlab 419
14.1.1.1 Mathematica Example 421
14.1.1.2 Matlab Example 422
14.1.2 Gepasi 422
14.1.3 E-Cell 424
14.1.4 PyBioS 426
14.1.5 Systems Biology Workbench 428
14.1.5.1 JDesigner 429
14.1.5.2 CellDesigner 431
14.1.6 Petri Nets 433
14.1.7 STOCKS 2 435
14.1.8 Genetic Programming 438
14.2 Model Exchange Languages, Data Formats 440
14.2.1 Introduction to XML 440
14.2.2 Systems Biology Markup Language 442
14.2.3 MathML 447
References 448
Subject Index 451

 
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