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- W581736294 abstract "THE MECHANICS OF A TRAFFIC ASSIGNMENT MODEL THAT IS ABLE TO ASSIGN COTERMINOUS TRIPS TO ALTERNATIVE ROUTES WITHOUT RESORTING TO REITERATION OR PATH ENUMERATION ARE DESCRIBED. UNDER A PARTICULAR DEFINITION OF THE MODEL SATISFIES CERTAIN COMMON-SENSE REQUIREMENTS. THE MODEL IS A 2-PASS MARKOV MODEL. IT CALCULATES NODE AND LINK TRANSITION POSSIBILITIES IN ONE EXAMINATION OF THE NETWORK AND ASSIGNS TRIPS IN A SECOND EXAMINATION, WHEN IT DIVERTS TRIPS ENTERING A NODE TO ALL REASONABLE LINKS ENDING AT THE NODE. THE MODEL NEVER EXPLICITLY EXAMINES A PATH, AND IT IS NOT IN ANY SENSE AN OPTIMIZATION MODEL. IT ASSIGNS TRIPS TO ALL REASONABLE PATHS SIMULTANEOUSLY IN SUCH A WAY THAT THE RESULTING EFFECT IS IDENTICAL TO WHAT WOULD HAVE BEEN OBTAINED HAD EACH PATH BEEN ASSIGNED TRIPS SEPARATELY UNDER CERTAIN CHOICE PROBABILITY ASSUMPTIONS. THUS, COMPARED TO OTHER MULTIPATH ASSIGNMENT TECHNIQUES, THE MODEL IS THEORETICALLY ATTRACTIVE AND COMPUTATIONALLY VERY EFFICIENT. TWO ALGORITHMS ARE ALSO PRESENTED THAT DIFFER IN THEIR DEFINITION OF A REASONABLE PATH, AND IN THE NUMBER OF TIMES EACH IS EXECUTED TO ASSIGN ALL TRIPS FROM A GIVEN ORIGIN NODE. /AUTHOR/" @default.
- W581736294 created "2016-06-24" @default.
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- W581736294 date "1971-01-01" @default.
- W581736294 modified "2023-09-24" @default.
- W581736294 title "A MULTIPATH TRAFFIC ASSIGNMENT MODEL" @default.
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