Flashcards
333 Chapter 2
Cards in this deck (19)
- 1Define a. Counting process b. Poisson Counting process
- 2Theorem about Poisson countering process
- 3Proof of theorem about Nt is a poisson counting process.Look into notes.
- 4Theorem about Independent Increment for the Poisson counting process
- 5Define Stopping time
- 6Theorem: Strong Markov Property
- 7Theorem: Poisson Counts
- 8Theorem 2.5 and Proof: Alternative definition of Poisson processLook into notes for both
- 9Theorem 2.6 and proof: about the distribution of time at which the jump occur
- 10Theorem 2.7 and proof
- 11Theorem: Superposition of Poisson Processes and proof
- 12Theorem: Thinning of Poisson Processes
- 13Define Pure-Birth process
- 14Theorem: Construction via exp and proof
- 15Define simple birth process
- 16Theorem: superposition of simple birth process
- 17Theorem superposition of simple birth process
- 18Corollary 2.1
- 19Theorem 2.12 and proof
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- University 333 Flashcards on 333 Chapter 2, created by Nic Cheah on 27/01/2015.
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- Nic Cheah
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