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Karteikarten

Introduction to Statistical Science B

Matthew Cheng Mathematics Englisch 44 Karten

Introduction to Statistical Science B

Karten in diesem Stapel (44)

  1. 1Proposition 1.1Proposition 1.1
  2. 2Proposition 1.2Proposition 1.2
  3. 3Proposition 1.3Proposition 1.3
  4. 4Proposition 2.1Proposition 2.1
  5. 5Proposition 2.2Proposition 2.2
  6. 6Proposition 4.1Proposition 4.1
  7. 7Proposition 4.2Proposition 4.2
  8. 8Proposition 4.3Proposition 4.3
  9. 9Proposition 4.4Proposition 4.4
  10. 10Proposition 4.5Proposition 4.5
  11. 11Proposition 4.6 (Markov's Inequality)Proposition 4.6 (Markov's Inequality)
  12. 12Corollary 4.7 (Chebyshev's Inequality)Corollary 4.7 (Chebyshev's Inequality)
  13. 13Axiom 1Axiom 1
  14. 14Axiom 2Axiom 2
  15. 15Axiom 3Axiom 3
  16. 16Distributivity PropertyDistributivity Property
  17. 17De Morgan's LawDe Morgan's Law
  18. 18Probability of an Event E in an Equally Likely ModelProbability of an Event E in an Equally Likely Model
  19. 19Probability of an Event F, given Event E in an Equally Likely ModelProbability of an Event F, given Event E in an Equally Likely Model
  20. 20Conditional Probability FormulaConditional Probability Formula
  21. 21Chain RuleChain Rule
  22. 22Partition TheoremPartition Theorem
  23. 23Bayes' TheoremBayes' Theorem
  24. 24Jointly Independent EventsJointly Independent Events
  25. 25Expected Value E[X] in Discrete DistributionsExpected Value E[X] in Discrete Distributions
  26. 26Variance Var[X] in Discrete DistributionsVariance Var[X] in Discrete Distributions
  27. 27Standard Deviation SD[X] in Discrete DistributionsStandard Deviation SD[X] in Discrete Distributions
  28. 28Rules of Indicator VariablesRules of Indicator Variables
  29. 29Geometric Series SummationGeometric Series Summation
  30. 30—
  31. 31—
  32. 32—
  33. 33—
  34. 34—
  35. 35—
  36. 36—
  37. 37—
  38. 38—
  39. 39—
  40. 40—
  41. 41—
  42. 42—
  43. 43—
  44. 44—

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Beschreibung
Mathematics (Y1S2) Karteikarten am Introduction to Statistical Science B, erstellt von Matthew Cheng am 28/04/2019.
Erstellt von
Matthew Cheng
Aufrufe
19
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