L06.6 Geometric PMF Memorylessness & ExpectationL06.6几何PMF记忆和期望
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[18] S01.7 About the O...
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[20] S01.9 Proof That ...
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[25] L02.4 Conditional...
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[35] L03.6 Independenc...
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[52] L05.4 Bernoulli &...
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[63] L06.3 The Varianc...
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[64] L06.4 Conditional...
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[66] L06.6 Geometric P...
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[67] L06.7 Joint PMFs ...
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[68] L06.8 Linearity o...
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[71] L07.3 Conditional...
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[75] L07.7 Independenc...
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[79] S07.3 Independenc...
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[90] L09.2 Conditionin...
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[99] S09.1 Buffon's Ne...
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[103] L10.4 Total Proba...
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[112] L11.2 The PMF of ...
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[113] L11.3 A Linear Fu...
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[114] L11.4 A Linear Fu...
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[119] L11.9 The PDF of ...
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[122] L12.2 The Sum of ...
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[123] L12.3 The Sum of ...
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[124] L12.4 The Sum of ...
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[127] L12.7 The Varianc...
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[129] L12.9 Proof of Ke...
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[133] L13.2 Conditional...
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[141] L13.10 Mean of th...
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[142] L13.11 Variance o...
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[148] L14.5 Discrete Pa...
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[149] L14.6 Discrete Pa...
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[150] L14.7 Continuous ...
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[152] L14.9 Inferring t...
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[157] L15.3 Estimating ...
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[160] L15.6 Multiple Pa...
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[164] L16.2 LMS Estimat...
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[165] L16.3 LMS Estimat...
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[168] L16.6 Example Con...
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[169] L16.7 LMS Estimat...
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[174] L17.4 Remarks on ...
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[176] L17.6 LLMS for In...
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[178] L17.8 The Simples...
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[179] L17.9 The Represe...
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[188] S18.1 Convergence...
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[199] L20.2 Overview of...
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[201] L20.4 On the Mean...
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[203] L20.6 Confidence ...
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[204] L20.7 Confidence ...
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[211] L21.4 Review of K...
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[213] L21.6 Example: Th...
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[217] L21.10 The Poisso...
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[221] L22.4 The Poisson...
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[222] L22.5 The Mean an...
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[225] L22.8 The Fresh S...
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[229] L23.2 The Sum of ...
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[231] L23.4 Where is an...
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[232] L23.5 The Time Un...
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[234] L23.7 Random Inci...
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[235] L23.8 Random Inci...
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[236] L23.9 Different S...
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[237] S23.1 Poisson Ver...
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[238] S23.2 Poisson Arr...
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[242] L24.4 Discrete-Ti...
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[253] L25.7 Steady-Stat...
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[255] L25.9 Visit Frequ...
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