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= Results for Exercise Sheet 1 (OSM file -> graph) = | = Results for Exercise Sheet 2 (Dijkstra results) = |
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Add your row to the table below, following the examples already there. LCC refers to the largest connected components. In columns 4 - 6 enter the averages (= total / number of queries) for the execution time of Dijkstra's algorithm in seconds (precision: two digits after the fraction point), number of nodes settled, and cost of the shortest path in seconds. If possible, provide the figures for columns 2 - 6 for both Saarland and !BaWü (separately). Last two columns as usual, see the [[EfficientRoutePlanningSS2012/ReadOsmResults|result table for Exercise Sheet 1]]. | Add your row to the table below, following the examples already there. LCC refers to the largest connected components. In columns 4 - 6 enter the averages (= total / number of queries) for the execution time of Dijkstra's algorithm (__in seconds, with exactly two digits after the fraction point__), number of nodes settled, and cost of the shortest path (__in minutes + seconds__). If possible, provide the figures for columns 2 - 6 for both Saarland and !BaWü (separately). Last two columns as usual, see the [[EfficientRoutePlanningSS2012/ReadOsmResults|result table for Exercise Sheet 1]]. |
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||'''Name''' ||'''#nodes LCC''' ||'''#arcs LCC''' ||'''av. query time'''||'''av. #settled'''||'''av. SP cost'''||'''Processor / RAM''' ||'''Language''' || || Example ||1,111,111 / 11,111,111 ||1,111,111 / 11,111,111||1.11 / 11.11 || 111,111 / 1,111,111|| 11,1111 / 111,111|| || C++|| |
||'''Name''' ||'''#nodes LCC''' ||'''#arcs LCC''' ||'''av. query time'''||'''av. #settled nodes'''||'''av. SP cost'''||'''Processor / RAM''' ||'''Language''' || || Example ||1,111,111 / 11,111,111 ||1,111,111 / 11,111,111||1.11s / 11.11s || 111,111 / 1,111,111|| 11m01s / 111m11s ||Intel X5560 @ 2.8Ghz / 96 GB || C++|| || SE KF ||213,567 / 2,458,230 ||225,506 / 2,613,338||0.03s / 0.54s || 111,639 / 1,210,910|| 28m46s / 88m15s ||Intel P8600 @ 2.4Ghz / 4 GB || C++|| |
Results for Exercise Sheet 2 (Dijkstra results)
Add your row to the table below, following the examples already there. LCC refers to the largest connected components. In columns 4 - 6 enter the averages (= total / number of queries) for the execution time of Dijkstra's algorithm (in seconds, with exactly two digits after the fraction point), number of nodes settled, and cost of the shortest path (in minutes + seconds). If possible, provide the figures for columns 2 - 6 for both Saarland and BaWü (separately). Last two columns as usual, see the result table for Exercise Sheet 1.
Name |
#nodes LCC |
#arcs LCC |
av. query time |
av. #settled nodes |
av. SP cost |
Processor / RAM |
Language |
Example |
1,111,111 / 11,111,111 |
1,111,111 / 11,111,111 |
1.11s / 11.11s |
111,111 / 1,111,111 |
11m01s / 111m11s |
Intel X5560 @ 2.8Ghz / 96 GB |
C++ |
SE KF |
213,567 / 2,458,230 |
225,506 / 2,613,338 |
0.03s / 0.54s |
111,639 / 1,210,910 |
28m46s / 88m15s |
Intel P8600 @ 2.4Ghz / 4 GB |
C++ |