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"; \ No newline at end of file diff --git a/docs/classes/raptor_McRaptorAlgorithm.McRaptorAlgorithm.html b/docs/classes/raptor_McRaptorAlgorithm.McRaptorAlgorithm.html deleted file mode 100644 index 2ebb4a4..0000000 --- a/docs/classes/raptor_McRaptorAlgorithm.McRaptorAlgorithm.html +++ /dev/null @@ -1,30 +0,0 @@ -
Initializes the routing engine with transit data.
-List of all transit trips.
-Graph of walking connections between stops.
-Minimum transfer times for each stop.
-Calculates optimal journeys for a specific departure time.
-The starting Stop ID.
-The destination Stop ID.
-The exact departure time.
-A list of optimal Journey objects.
-Finds the best journeys within a time window, filtering for Pareto optimality across all departures.
-The starting Stop ID.
-The destination Stop ID.
-The start of the departure window.
-The duration of the window to search (e.g. 3600s).
-A deduplicated list of the best journeys found in the time range.
-Executes the McRAPTOR algorithm to find all non-dominated paths to the destination.
-The starting Stop ID.
-The destination Stop ID.
-The time of departure.
-A Bag containing Pareto-optimal labels for the destination.
-Sets the penalty multiplier for walking (default is 1).
-The multiplier for walking duration cost.
-Pre-built route indices for McRAPTOR. Rebuilt when the transit graph trips change.
+Optionaloverlay: McRaptorQueryOverlayOptionaloverlay: McRaptorQueryOverlayOptionaloverlay: McRaptorQueryOverlayStaticbuildA container for Labels at a specific stop that maintains a Pareto frontier. Only keeps labels that are not dominated by any other label in the bag.
-Attempts to add a label to the bag.
True if the label was added (it was non-dominated), False otherwise.
-Checks if the bag is empty.
-
Implementation of the McRAPTOR (Multi-Criteria Round-Based Public Transit Routing) algorithm. -Optimizes for arrival time, walking distance, and number of transfers.
-