Computing occupation times with integral equations Public

http://ir.library.oregonstate.edu/concern/honors_college_theses/gb19f7758

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  • Consider a simple Markov process on [0,T]. The occupation times were extensively studied in the case of T increasing to infinity. Here we develop a method of computing the distribution for occupation times when T is small via integral equations and integral transforms.
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  • description.provenance : Made available in DSpace on 2007-08-06T23:27:00Z (GMT). No. of bitstreams: 4Honors - Nick Meredith - Occupation Times.pdf: 187259 bytes, checksum: 6fd0c2c47a6fcca543f429720855e34d (MD5)Copyright.doc: 19968 bytes, checksum: cde5678bfd285f002212a4b3c07e858a (MD5)Title Page.doc: 20480 bytes, checksum: 5540c72c880e72349f08403a2030cf25 (MD5)Abstract.doc: 21504 bytes, checksum: b99ba19a51c28519041439c3f2b7f4cd (MD5)
  • description.provenance : Submitted by Heather Boren (borenh) on 2007-08-06T18:52:22ZNo. of bitstreams: 4Honors - Nick Meredith - Occupation Times.pdf: 187259 bytes, checksum: 6fd0c2c47a6fcca543f429720855e34d (MD5)Copyright.doc: 19968 bytes, checksum: cde5678bfd285f002212a4b3c07e858a (MD5)Title Page.doc: 20480 bytes, checksum: 5540c72c880e72349f08403a2030cf25 (MD5)Abstract.doc: 21504 bytes, checksum: b99ba19a51c28519041439c3f2b7f4cd (MD5)

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