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Karteikarten

333 Chapter 2

Nic Cheah 333 University Englisch 19 Karten

Define a. Counting process b. Poisson Counting process

Karten in diesem Stapel (19)

  1. 1Define a. Counting process b. Poisson Counting processDefine a. Counting process b. Poisson Counting process
  2. 2Theorem about Poisson countering processTheorem about Poisson countering process
  3. 3Proof of theorem about Nt is a poisson counting process.Look into notes.
  4. 4Theorem about Independent Increment for the Poisson counting processTheorem about Independent Increment for the Poisson counting process
  5. 5Define Stopping timeDefine Stopping time
  6. 6Theorem: Strong Markov PropertyTheorem: Strong Markov Property
  7. 7Theorem: Poisson CountsTheorem: Poisson Counts
  8. 8Theorem 2.5 and Proof: Alternative definition of Poisson processLook into notes for both
  9. 9Theorem 2.6 and proof: about the distribution of time at which the jump occurTheorem 2.6 and proof: about the distribution of time at which the jump occur
  10. 10Theorem 2.7 and proofTheorem 2.7 and proof
  11. 11Theorem: Superposition of Poisson Processes and proofTheorem: Superposition of Poisson Processes and proof
  12. 12Theorem: Thinning of Poisson ProcessesTheorem: Thinning of Poisson Processes
  13. 13Define Pure-Birth processDefine Pure-Birth process
  14. 14Theorem: Construction via exp and proofTheorem: Construction via exp and proof
  15. 15Define simple birth processDefine simple birth process
  16. 16Theorem: superposition of simple birth processTheorem: superposition of simple birth process
  17. 17Theorem superposition of simple birth processTheorem superposition of simple birth process
  18. 18Corollary 2.1Corollary 2.1
  19. 19Theorem 2.12 and proofTheorem 2.12 and proof

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University 333 Karteikarten am 333 Chapter 2, erstellt von Nic Cheah am 27/01/2015.
Erstellt von
Nic Cheah
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