The largest rectangle is simply infinitely large.
I think your proposition need some more definitions.
Maybe you want to put the constraints on the rectangle that should
have at least a certain number of points on the boundary or something else...I don't know
thank Ivan Golubev and Adrian Kuegel ...
Search found 4 matches
- Thu Oct 31, 2002 4:57 am
- Forum: Volume 101 (10100-10199)
- Topic: 10173 - Smallest Bounding Rectangle
- Replies: 18
- Views: 7315
- Thu Sep 19, 2002 9:37 am
- Forum: Other words
- Topic: Problems about shortest paths
- Replies: 4
- Views: 3162
- Thu Sep 19, 2002 4:19 am
- Forum: Other words
- Topic: Problems about shortest paths
- Replies: 4
- Views: 3162
Problems about shortest paths
hi all,
In this volume there are some problems involving computing
every shortest path between a given pair of nodes.
(like Problem 10354 and Problem 10331)
In most cases, we often need only one shortest path between
a given pair of nodes and thus we can use an array to record the parent
of a node ...
In this volume there are some problems involving computing
every shortest path between a given pair of nodes.
(like Problem 10354 and Problem 10331)
In most cases, we often need only one shortest path between
a given pair of nodes and thus we can use an array to record the parent
of a node ...
- Wed Sep 18, 2002 5:41 pm
- Forum: Volume 102 (10200-10299)
- Topic: 10248 - The Integer All-time Champ
- Replies: 11
- Views: 9817
10248 - The Integer All-time Champs
I think this is a truly special problem.
Can anybody give some hints about it?
I really have no idea about how to solve it, should I use greedy method or search?
Or is there any special algorithm for it?
Can anybody give some hints about it?
I really have no idea about how to solve it, should I use greedy method or search?
Or is there any special algorithm for it?