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020 _a981270003X
020 _a9789812700032
035 _a(OCoLC)150382343
040 _aBTCTA
_beng
_erda
_cBTCTA
_dBAKER
_dYDXCP
_dBWX
_dEUN
_dUUM
_dDLC
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_dOCLCQ
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050 0 0 _aQA274
_b.L35 2007
082 0 0 _a519.23
_222
100 1 _aLam, Yeh,
_eauthor.
_9827165
245 1 4 _aThe geometric process and its applications /
_cYeh Lam.
264 1 _aHackensack, NJ :
_bWorld Scientific,
_c[2007]
264 4 _c©2007
300 _axiii, 299 pages :
_billustrations ;
_c24 cm
336 _atext
_btxt
_2rdacontent
337 _aunmediated
_bn
_2rdamedia
338 _avolume
_bnc
_2rdacarrier
504 _aIncludes bibliographical references and index.
505 0 0 _g1.2
_tThe Poisson Process
_g2 --
_g1.3
_tThe Renewal Process
_g8 --
_g1.4
_tStochastic Order and Class of Lifetime Distributions
_g18 --
_g1.5
_tMartingales
_g26 --
_g1.6
_tThe Rate of Occurrence of Failures
_g31 --
_g2
_tGeometric Process
_g37 --
_g2.2
_tGeometric Process
_g37 --
_g2.3
_tAge, Residual Life and Total Life
_g42 --
_g2.4
_tLimit Theorems for Geometric Process
_g45 --
_g2.5
_tA Geometric Process with Exponential Distribution
_g50 --
_g3
_tGeometric Function
_g55 --
_g3.2
_tGeometric Equation
_g56 --
_g3.3
_tExistence of Geometric Function
_g57 --
_g3.4
_tGeneral Solution to Geometric Equation
_g61 --
_g3.5
_tAnalytic Solution to Geometric Equation
_g63 --
_g3.6
_tNumerical Solution to Geometric Equation
_g79 --
_g3.7
_tApproximate Solution to Geometric Equation
_g83 --
_g3.8
_tComparison with Simulation Solution to Geometric Equation
_g89 --
_g3.9
_tExponential Distribution Case
_g98 --
_g4
_tStatistical Inference of Geometric Process
_g101 --
_g4.2
_tHypothesis Testing for Geometric Process
_g101 --
_g4.3
_tEstimation of Parameters in Geometric Process
_g104 --
_g4.4
_tAsymptotic Distributions of the Estimators
_g106 --
_g4.5
_tParametric Inference for Geometric Process
_g113 --
_g5
_tApplication of Geometric Process to Data Analysis
_g121 --
_g5.2
_tData Analysis by Geometric Process Model
_g122 --
_g5.3
_tData Analysis by Poisson Process Models
_g123 --
_g5.4
_tReal Data Analysis and Comparison
_g125 --
_g5.5
_tAnalysis of Data by a Threshold Geometric Process Model
_g142 --
_g6
_tGeometric Process Maintenance Model
_g155 --
_g6.2
_tA Geometric Process Maintenance Model
_g156 --
_g6.3
_tOptimal Replacement Policy
_g161 --
_g6.4
_tMonotonicity of the Optimal Policy for a Deteriorating System
_g164 --
_g6.5
_tA Monotone Process Model for a Multistate System
_g168 --
_g6.6
_tA Geometric Process Shock Model
_g182 --
_g6.7
_tA Geometric Process [delta]-Shock Model
_g193 --
_g6.8
_tA Threshold Geometric Process Maintenance Model
_g201 --
_g6.9
_tA Geometric Process Preventive Maintenance Model
_g210 --
_g7
_tApplication to Analysis of System Reliability
_g227 --
_g7.2
_tReliability Analysis for a Series System
_g227 --
_g7.3
_tReliability Analysis for a Parallel System
_g234 --
_g7.4
_tReliability Analysis for a Cold Standby System
_g239 --
_g7.5
_tA Geometric Process Maintenance Model for a Cold Standby System
_g249 --
_g8
_tApplications of Geometric Process to Operational Research
_g255 --
_g8.2
_tA Geometric Process M/M/1 Queueing Model
_g255 --
_g8.3
_tA Geometric Process Warranty Model
_g274 --
_gAppendix
_tA SARS Data Sets
_g286 --
_gA.1
_tHong Kong SARS Daily Infected Case Data
_g286 --
_gA.2
_tSingapore SARS Daily Infected Case Data
_g287 --
_gA.3
_tOntario SARS Daily Infected Case Data
_g288 --
_gA.4
_tTaiwan SARS Daily Infected Case Data
_g289.
520 1 _a"A geometric process is a simple monotone process that was first introduced by the author in 1988. It is a generalization of renewal process. This book captures the extensive research work on geometric processes that has been done since then in both probability and statistics theory and various applications. Some results are published for the first time." "A reference book for researchers and a handbook for practioners, it is also a useful textbook for postgraduate or senior undergraduate students."--Jacket.
588 _aMachine converted from AACR2 source record.
650 0 _aStochastic processes.
_9324524
650 0 _aRenewal theory
_9344347
776 0 8 _iOnline version:
_aLam, Yeh.
_tGeometric process and its applications.
_dSingapore ; Hackensack, NJ : World Scientific, ©2007
_w(OCoLC)654615283
907 _a.b14162921
_b06-09-21
_c28-10-15
942 _cB
945 _a519.23 LAM
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