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      Algebraic analysis of social networks : models, methods & applications using R

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      https://www.riss.kr/link?id=M16027536

      • 저자
      • 발행사항

        Hoboken, NJ : Wiley, c2021

      • 발행연도

        2021

      • 작성언어

        영어

      • 주제어
      • DDC

        302.301/5118 판사항(23)

      • ISBN

        9781119250388 (cloth)

      • 자료형태

        단행본(다권본)

      • 발행국(도시)

        New Jersey

      • 서명/저자사항

        Algebraic analysis of social networks : models, methods & applications using R / J Antonio Rivero Ostoic.

      • 형태사항

        xxx, 380 p. : ill. ; 25 cm.

      • 총서사항

        Wiley series in computational and quantitative social science

      • 일반주기명

        Includes bibliographical references and index.

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      목차 (Table of Contents)

      • CONTENTS
      • List of Figures = xvii
      • List of Tables = xxi
      • Preface = xxiii
      • Abbreviations = xxv
      • CONTENTS
      • List of Figures = xvii
      • List of Tables = xxi
      • Preface = xxiii
      • Abbreviations = xxv
      • Symbols = xxvii
      • About the Companion Website = xxxi
      • 1 Structural Analysis with Algebra = 1
      • 1.1 Preliminaries = 1
      • 1.2 Graphs = 2
      • 1.3 Matrices = 5
      • 1.4 Chains, Paths, and Other Graph Properties = 8
      • 1.5 Algebra of Relations = 9
      • 1.6 Operations on Social Networks = 10
      • 1.7 Types and Properties of Relations = 13
      • 1.8 Equivalence and Ordering = 14
      • 1.9 Functions = 16
      • 1.10 Homomorphism and Congruence = 19
      • 1.11 Structural Analysis with Algebra : Summary = 21
      • 1.12 Learning Structural Analysis by Doing = 22
      • 2 Algebraic Structures = 25
      • 2.1 Algebraic Structure Definition = 25
      • 2.2 Group Structure = 26
      • 2.3 Group of Symmetries : Dihedral Groups = 30
      • 2.4 Semigroup = 34
      • 2.5 Semigroup and Group Properties = 36
      • 2.6 Ring and Semiring = 37
      • 2.7 Lattice Structure = 38
      • 2.8 Algebraic Structures: Summary = 41
      • 2.9 Learning Algebraic Structures by Doing = 42
      • 3 Multiplex Network Configurations = 49
      • 3.1 Multiple Networks = 49
      • 3.2 Kinship Networks and Group Structure = 51
      • 3.3 Rules for Marriage and Descent in the Kariera Society = 53
      • 3.4 Algebraic Constraints = 56
      • 3.5 Link Generalizations and Complex Structures = 57
      • 3.6 Bundle Patterns = 58
      • 3.7 Co-occurrence of Ties Model = 62
      • 3.8 Relational Structure = 64
      • 3.9 Semigroup of Relations in Multiplex Networks = 68
      • 3.10 Partially Ordered Semigroup = 74
      • 3.11 Word and Edge Tables = 76
      • 3.12 Multiplex Network Configurations : Summary = 77
      • 3.13 Learning Multiplex Networks by Doing = 78
      • 4 Positional Analysis and Role Structure = 83
      • 4.1 Roles and Positions = 83
      • 4.2 Network Homomorphism = 84
      • 4.3 Global Equivalences = 87
      • 4.4 Global Equivalences Applied = 91
      • 4.5 Local Equivalences = 94
      • 4.6 Compositional Equivalence = 97
      • 4.7 Positional Analysis with Compositional Equivalence = 99
      • 4.8 Positional Analysis and Role Structure : Summary = 104
      • 4.9 Learning Positional Analysis and Role Structure by Doing = 105
      • 5 Role Structure in Multiplex Networks = 109
      • 5.1 Directed Role Structures : Incubator Network A = 110
      • 5.2 Role Structure Incubator Network A = 119
      • 5.3 Undirected Role Structures : Florentine Families Network = 125
      • 5.4 Role Structure of the Florentine Families Network = 132
      • 5.5 Role Structure in Multiplex Networks : Summary = 137
      • 5.6 Learning Role Structure in Multiplex Networks by Doing = 138
      • 6 Decomposition of Role Structures = 145
      • 6.1 Aggregation and Decomposition = 145
      • 6.2 Synthesis Rules = 147
      • 6.3 Lattice of Congruence Relations = 149
      • 6.4 Factorization = 150
      • 6.5 Congruences by Substitution Property = 152
      • 6.6 Aggregation of Role Structures in QA = 153
      • 6.7 Role Interlock of Incubator Network A = 159
      • 6.8 Progressive Homomorphic Reduction of Factors in QA = 166
      • 6.9 Role Structure for Incubator Network B = 169
      • 6.10 Role Interlock of Incubator Network C = 172
      • 6.11 Role Interlock of =QF for Florentine Families Network = 173
      • 6.12 Reduction Diagram = 177
      • 6.13 Decomposition of Role Structures : Summary = 179
      • 6.14 Learning Decomposition of Role Structures by Doing = 180
      • 7 Signed Networks = 187
      • 7.1 Structural Analysis of Signed Networks = 187
      • 7.2 Social Influence Process = 188
      • 7.3 Structural Balance = 191
      • 7.4 Semirings for Structural Balance = 195
      • 7.5 Balance and Comparison Influence = 199
      • 7.6 Looking for Structural Balance = 201
      • 7.7 Signed Networks: Summary = 209
      • 7.8 Learning Signed Networks by Doing = 210
      • 8 Affiliation Networks = 215
      • 8.1 Structural Analysis of Affiliation Networks = 215
      • 7.2 Binomial Projection = 218
      • 8.2 Common Affiliations = 220
      • 8.3 Formal Concept Analysis = 224
      • 8.4 Formal Concepts and Galois Derivations = 225
      • 8.5 Concept Lattice and Ordering of Concepts = 228
      • 8.6 Order Filters and Order Ideals = 232
      • 8.7 Affiliation Networks : Summary = 234
      • 8.8 Learning Affiliation Networks by Doing = 235
      • 9 Valued Networks = 241
      • 9.1 Relational Structure of Valued Networks = 242
      • 9.2 Many-valued Contexts = 249
      • 9.3 Pathfinder Network Analysis = 255
      • 9.4 Pathfinder Semiring to Co-affiliation Network in XB20 = 258
      • 9.5 Triangle Inequality = 259
      • 9.6 Trade Network XVG20 with Triangle Inequality = 262
      • 9.7 Valued Networks : Summary = 264
      • 9.8 Learning Valued Networks by Doing = 265
      • 10 Multilevel Networks = 273
      • 10.1 Structural Analysis of Multilevel Systems = 273
      • 10.2 Visual Representation of Clients and Attorneys Multilevel Network = 274
      • 10.3 Multilevel Structure of the G20 Network = 276
      • 10.4 Multilevel Positional System of G20 Network with Bridges = 279
      • 10.5 Algebraic Approaches to Multilevel Networks = 284
      • 10.6 Reducing Complexity in XMG20b = 289
      • 10.7 Further Algebraic Representations of Multilevel Structures = 291
      • 10.8 Multilevel Networks : Summary = 292
      • 10.9 Learning Multilevel Networks by Doing = 293
      • 11 Comparing Relational Structures = 301
      • 11.1 Comparing Structures with Algebraic Constraints = 302
      • 11.2 Incubator Networks B and C = 303
      • 11.3 Equality = 307
      • 11.4 Hierarchy of Relations = 310
      • 11.5 Shared Structure by Role Tables = 312
      • 11.6 Semigroup Tables with Joint Homomorphic Reduction = 316
      • 11.7 Comparison Across Networks with Common Structure Semigroup = 319
      • 11.8 Comparing Structures in Substantial Terms = 324
      • 11.9 Structuring Effect of Role Relations in Incubators = 327
      • 11.10 Comparing Relational Structures : Summary = 329
      • 11.11 Learning Comparing Relational Structures by Doing = 330
      • A Datasets = 335
      • Kariera kinship = 335
      • Incubators A, B, C = 335
      • Florentine families = 336
      • Clients and attorneys = 336
      • Group of twenty = 336
      • B Role structures of Incubator networks = 339
      • Role Structure of XA = 339
      • Role Structure of XB = 339
      • Positional system of Incubator network B = 339
      • Role tables in QB = 341
      • Role Structure of XC = 342
      • Positional system of Incubator network C = 342
      • C Valued data in G20 Trade network = 347
      • Group of Twenty Indicators = 347
      • Commodities in G20 Trade valued network = 348
      • Units of measure ofG20 country data = 348
      • G20 Trade valued network and salient structures = 348
      • D Layout visualization algorithms = 353
      • Force-directed = 353
      • Stress-majorization = 355
      • Laplacian Function = 358
      • New stress internal function = 359
      • E Role structure workflow = 361
      • Decomposition of Role structure 2B = 361
      • Incubator network B = 361
      • Positional analysis and Role structure = 361
      • Factorization = 362
      • Progressive factorization of Factors = 363
      • Aggregated structure of 2B = 370
      • Bibliography = 371
      • Index = 377
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