Multi-project scheduling with resource transfers: planning approaches, models and methods
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Format: | Abschlussarbeit Buch |
Sprache: | English |
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Norderstedt
Books on Demand
2009
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Online-Zugang: | Inhaltstext Inhaltsverzeichnis |
Beschreibung: | XX, 322 S. graph. Darst. 210 mm x 148 mm, 498 gr. |
ISBN: | 9783839125793 |
Internformat
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MULTI-PROJECT SCHEDULING WITH RESOURCE TRANSFERS PLANNING APPROACHES,
MODELS AND METHODS DOREEN KRIIGER CONTENT PREFACE V NOTATIONS AND
SYMBOLS XV 1 (MULTI-)PROJECT MANAGEMENT 1 1.1 RELEVANCE OF
(MULTI-)PROJECT MANAGEMENT 2 1.2 PROJECTS, PROJECT PORTFOLIOS,
MULTI-PROJECTS, PROGRAMMES 4 1.3 (MULTI-)PROJECT MANAGEMENT PROCESS 6
1.4 CURRENT PROBLEMS IN MULTI-PROJECT MANAGEMENT 11 1.5 SCOPE AND AIMS
OF THE BOOK 12 1.6 OUTLINE 13 2 RESOURCE-CONSTRAINED PROJECT SCHEDULING
15 2.1 PROBLEM DEFINITION OF THE RCPSP 15 2.1.1 TERMINOLOGY 16 2.1.1.1
NOTATION 16 2.1.1.2 PROJECTS AND ACTIVITIES 16 2.1.1.3 PRECEDENCE
RELATIONSHIPS AND ACTIVITY NETWORKS 16 2.1.1.4 RESOURCES 21 2.1.1.5
INCOMPATIBLE ACTIVITIES 22 2.1.1.6 CRITICAL PATH ANALYSIS 23 2.1.2
PROBLEM DESCRIPTION RCPSP 25 2.1.3 MATHEMATICAL MODEL RCPSP 27 2.1.4
EXTENSIONS OF THE RCPSP AND RELATED PROBLEMS 29 2.2 LOWER BOUNDS FOR THE
PROJECT SCHEDULING PROBLEM 31 2.2.1 CONSTRUCTIVE LOWER BOUNDS 31 2.2.2
DESTRUCTIVE IMPROVEMENT 33 2.3 HEURISTICS FOR THE PROJECT SCHEDULING
PROBLEM 34 2.3.1 DEFINITION AND CLASSIFICATION 34 2.3.2 CONSTRUCTIVE
HEURISTICS FOR THE RCPSP 35 2.3.2.1 SCHEDULING SCHEMES 36 2.3.2.2 X-PASS
METHODS 38 2.3.2.3 DOUBLE JUSTIFICATION 40 CONTENT 2.3.3 META-HEURISTICS
FOR THE RCPSP 43 2.3.3.1 REPRESENTATION CONCEPTS FOR PROJECT SCHEDULING
43 2.3.3.2 LOCAL SEARCH ORIENTED HEURISTICS 46 2.3.3.3 EVOLUTIONARY
ALGORITHMS 48 2.4 EXACT SOLUTION PROCEDURES FOR THE PROJECT SCHEDULING
PROBLEM 54 3 RESOURCE-CONSTRAINED MULTI-PROJECT SCHEDULING 59 3.1
MULTI-PROJECT SCHEDULING CONCEPTS 60 3.1.1 CENTRALISED, HIERARCHICAL,
DECENTRALISED MULTI-PROJECT PLANNING. .60 3.1.2 STATIC VS DYNAMIC
MULTI-PROJECT ENVIRONMENTS 63 3.1.2.1 DEFINITION OF STATIC AND DYNAMIC
ENVIRONMENTS 63 3.1.2.2 SINGLE-PROJECT VS MULTI-PROJECT APPROACH IN
STATIC ENVIRONMENTS 65 3.2 PROBLEM DEFINITION OF THE RCMPSP 68 3.2.1
NOTATION 68 3.2.2 PROBLEM DESCRIPTION RCMPSP 69 3.2.3 MATHEMATICAL MODEL
AND OBJECTIVE FUNCTIONS 71 3.3 HEURISTICS FOR THE MULTI-PROJECT
SCHEDULING PROBLEM 73 3.3.1 PRIORITY RULE BASED HEURISTICS FOR THE
RCMPSP 73 3.3.2 META-HEURISTICS FOR THE RCMPSP 76 3.4 FUNDAMENTAL
SHORTCOMING OF THE RCMPSP 76 4 RESOURCE SETUPS AND TRANSFERS IN
(MULTI-)PROJECT SCHEDULING 79 4.1 SETUP TIMES AND COST IN PROJECT
SCHEDULING 80 4.1.1 CLASSIFICATION OF SETUPS 80 4.1.2 LITERATURE
OVERVIEW 83 4.2 MANAGERIAL APPROACHES TO RESOURCE TRANSFERS 86 4.3 A NEW
CLASSIFICATION OF TRANSFERS AND RESOURCES 90 4.3.1 TYPES OF RESOURCE
TRANSFERS 90 4.3.2 RESOURCE ROLES IN RESOURCE TRANSFERS 93 4.4
CONSEQUENCES OF RESOURCE TRANSFERS 96 4.5 EXAMPLE FOR RESOURCE TRANSFER
TYPES AND RESOURCE ROLES 97 5 (MULTI-)PROJECT SCHEDULING WITH RESOURCE
TRANSFERS 107 5.1 BASIC PROBLEM WITH STAND-ALONE TRANSFERS (MPSPT) 107
5.1.1 PROBLEM DESCRIPTION MPSPT 107 5.1.2 CRITICAL PATH ANALYSIS FOR THE
MPSPT 110 5.1.3 MATHEMATICAL MODEL MPSPT 116 CONTENT 5.2 EXTENDED
PROBLEM WITH GENERALISED TRANSFERS (MPSPGT) 120 5.2.1 PROBLEM
DESCRIPTION MPSPGT 120 5.2.2 MATHEMATICAL MODEL MPSPGT 123 5.3
COST-ORIENTED PROBLEM (MPSPTC) 129 5.3.1 PROBLEM DESCRIPTION MPSPTC \29
5.3.2 MATHEMATICAL MODEL MPSPTC 133 6 LOWER BOUNDS FOR THE MPSPT 137 6.1
CRITICAL PATH BOUND 138 6.2 CAPACITY BOUND 138 6.3 CRITICAL SEQUENCE
BOUND 139 6.4 PRECEDENCE BOUNDS 141 6.4.1 PRECEDENCE BOUND BY PAIRS 141
6.4.2 PRECEDENCE BOUND BY TRIPLETS 143 6.5 BIN PACKING BOUND 145 6.5.1
BASIC IDEA AND GENERATING SETS OF RESOURCE-INCOMPATIBLE JOBS . . 145
6.5.2 BRANCH-AND-BOUND PROCEDURE FOR ENUMERATING SEQUENCES 146 6.5.2.1
BASIC CONCEPT 146 6.5.2.2 BRANCHING SCHEME 147 6.5.2.3 SEARCH STRATEGY
148 6.5.2.4 BOUNDING RULES 148 6.5.2.5 REDUCTION RULES 149 6.5.2.6
EXAMPLE 151 6.5.3 ALTERNATIVE BIN PACKING BOUND WITHOUT TRANSFER TIMES
152 6.6 NODE PACKING BASED BOUND 155 6.6.1 BASIC IDEA AND GENERATING
SUBSETS OF INCOMPATIBLE JOBS 155 6.6.2 * EXTENSION OF BRANCH-AND-BOUND
PROCEDURE 157 6.6.3 ALTERNATIVE NODE PACKING BOUND WITHOUT TRANSFER
TIMES 161 6.7 MACHINE SCHEDULING BASED BOUND 162 6.7.1 BASIC IDEA OF THE
PARALLEL-MACHINE BOUND 162 6.7.2 THE ONE-MACHINE BOUND 164 7 PRIORITY
RULE BASED HEURISTIC FRAMEWORK FOR THE MPSPT 167 7.1 PARALLEL SCHEDULING
FRAMEWORK 168 7.1.1 PARALLEL SCHEDULE GENERATION SCHEME 169 7.1.2 JOB
RULES 172 7.1.3 RESOURCE TRANSFER RULES 174 7.1.4 EXAMPLE 178 CONTENT
7.2 SERIAL SCHEDULING FRAMEWORK 180 7.2.1 SERIAL SCHEDULE GENERATION
SCHEME 180 7.2.2 RESOURCE TRANSFER RULES 185 7.2.2.1 TRANSFER-FROM RULES
186 7.2.2.2 TRANSFER-TO RULES 187 7.2.3 EXAMPLE 189 7.2.4 RESOURCE-BASED
VERSION OF THE SERIAL SCHEME 192 7.3 CLASSIFICATION SCHEME FOR THE
HEURISTIC FRAMEWORK 196 7.4 DOUBLE JUSTIFICATION 197 8 A GENETIC
ALGORITHM FOR THE MPSPT 201 8.1 BASIC SCHEME 201 8.2 SOLUTION ENCODING
203 8.3 INITIAL POPULATION 207 8.4 EVALUATION OF A POPULATION 208 8.4.1
FITNESS CALCULATION 208 8.4.2 DOUBLE JUSTIFICATION 209 8.5 PARENT
SELECTION 211 8.6 VARIATION OPERATORS 215 8.6.1 RECOMBINATION 215 8.6.2
MUTATION 219 8.7 SURVIVOR SELECTION 221 8.7.1 REPLACEMENT STRATEGIES 221
8.7.2 DEALING WITH CLONES 223 8.8 TERMINATION CONDITION 224 9
COMPUTATIONAL EXPERIMENTS 227 9.1 HARDWARE AND SOFTWARE ENVIRONMENT 228
9.2 GENERATION OF TEST DATA 228 9.2.1 COMPLEXITY MEASURES 229 9.2.2
ADAPTED PROGEN DATA (SINGLE-PROJECT SCHEDULING) 232 9.2.3
PATTERSON-BASED DATA (MULTI-PROJECT SCHEDULING) 236 9.3 COMPARISON OF
MANAGERIAL APPROACHES 238 9.4 EVALUATION OF LOWER BOUND ARGUMENTS 242
9.4.1 COMPARISON OF LOWER BOUND ARGUMENTS 243 9.4.2 IMPACT OF
BRANCH-AND-BOUND PROCEDURE 247 9.4.3 IMPACT OF TRANSFER TIMES 249 9.4.4
CONCLUSIONS 250 CONTENT 9.5 EVALUATION OF THE HEURISTIC FRAMEWORK 251
9.5.1 EXPERIMENTS IN A SINGLE-PROJECT ENVIRONMENT 252 9.5.1.1 SCHEDULING
WITHOUT TRANSFER TIMES (RCPSP) 252 9.5.1.2 SCHEDULING WITH TRANSFER
TIMES (MPSPT) - SINGLE-PASS 254 9.5.1.3 SCHEDULING WITH TRANSFER TIMES
(MPSPT) - DOUBLE JUSTIFICATION 261 9.5.2 EXPERIMENTS IN A MULTI-PROJECT
ENVIRONMENT 263 9.5.2.1 SCHEDULING WITHOUT TRANSFER TIMES (RCMPSP) 263
9.5.2.2 SCHEDULING WITH TRANSFER TIMES (MPSPT) - SINGLE-PASS 265 9.5.2.3
SCHEDULING WITH TRANSFER TIMES (MPSPT) - DOUBLE JUSTIFICATION 268 9.5.3
CONCLUSIONS 269 9.6 EVALUATION OF THE GENETIC ALGORITHM 271 9.6.1
CONFIGURATION OF THE GENETIC ALGORITHM 271 9.6.2 RESULTS FOR THE MPSPT
279 9.6.3 COMPARISON TO META-HEURISTICS FOR THE RCPSP 280 10 SUMMARY AND
CONCLUSION 283 10.1 SUMMARY 283 10.2 CONCLUSION 290 APPENDIX 295 A
EXPERIMENTS WITH MATHEMATICAL MODELS 295 B PRIORITY RULE BASED HEURISTIC
FRAMEWORK - WITHOUT TRANSFER TIMES. . . .299 C PRIORITY RULE BASED
HEURISTIC FRAMEWORK - WITH TRANSFER TIMES 301 D COMPARISON OF HEURISTIC
PROCEDURES FOR THE MPSPT 310 LITERATURE 311 XIII |
any_adam_object | 1 |
author | Krüger, Doreen |
author_facet | Krüger, Doreen |
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spelling | Krüger, Doreen Verfasser aut Multi-project scheduling with resource transfers planning approaches, models and methods Doreen Krüger Norderstedt Books on Demand 2009 XX, 322 S. graph. Darst. 210 mm x 148 mm, 498 gr. txt rdacontent n rdamedia nc rdacarrier Zugl.: Jena, Univ., Diss., 2008 Multiprojektmanagement (DE-588)7515603-9 gnd rswk-swf Ressourcentransfer (DE-588)4131526-1 gnd rswk-swf Reihenfolgeproblem (DE-588)4242167-6 gnd rswk-swf (DE-588)4113937-9 Hochschulschrift gnd-content Multiprojektmanagement (DE-588)7515603-9 s Reihenfolgeproblem (DE-588)4242167-6 s Ressourcentransfer (DE-588)4131526-1 s DE-188 text/html http://deposit.dnb.de/cgi-bin/dokserv?id=3375081&prov=M&dok_var=1&dok_ext=htm Inhaltstext GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=018803878&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
spellingShingle | Krüger, Doreen Multi-project scheduling with resource transfers planning approaches, models and methods Multiprojektmanagement (DE-588)7515603-9 gnd Ressourcentransfer (DE-588)4131526-1 gnd Reihenfolgeproblem (DE-588)4242167-6 gnd |
subject_GND | (DE-588)7515603-9 (DE-588)4131526-1 (DE-588)4242167-6 (DE-588)4113937-9 |
title | Multi-project scheduling with resource transfers planning approaches, models and methods |
title_auth | Multi-project scheduling with resource transfers planning approaches, models and methods |
title_exact_search | Multi-project scheduling with resource transfers planning approaches, models and methods |
title_full | Multi-project scheduling with resource transfers planning approaches, models and methods Doreen Krüger |
title_fullStr | Multi-project scheduling with resource transfers planning approaches, models and methods Doreen Krüger |
title_full_unstemmed | Multi-project scheduling with resource transfers planning approaches, models and methods Doreen Krüger |
title_short | Multi-project scheduling with resource transfers |
title_sort | multi project scheduling with resource transfers planning approaches models and methods |
title_sub | planning approaches, models and methods |
topic | Multiprojektmanagement (DE-588)7515603-9 gnd Ressourcentransfer (DE-588)4131526-1 gnd Reihenfolgeproblem (DE-588)4242167-6 gnd |
topic_facet | Multiprojektmanagement Ressourcentransfer Reihenfolgeproblem Hochschulschrift |
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work_keys_str_mv | AT krugerdoreen multiprojectschedulingwithresourcetransfersplanningapproachesmodelsandmethods |