| 11. | The pigeonhole principle arises in computer science.
|
| 12. | By the pigeonhole principle, there are two blocks among the first 33 blocks that are colored identically.
|
| 13. | If some messages come out shorter, at least one must come out longer due to the pigeonhole principle.
|
| 14. | These resemble certain forms of counting found in discrete mathematics and, appropriately, make use of the pigeonhole principle.
|
| 15. | Given that this sequence is infinite and the length is bounded, it must eventually repeat due to the pigeonhole principle.
|
| 16. | For ( more pigeons than pigeonholes ) it is one, in which case it coincides with the ordinary pigeonhole principle.
|
| 17. | *PM : another proof of pigeonhole principle, id = 8086 new !-- WP guess : another proof of pigeonhole principle-- Status:
|
| 18. | *PM : another proof of pigeonhole principle, id = 8086 new !-- WP guess : another proof of pigeonhole principle-- Status:
|
| 19. | This makes sense, and i read the linked info and understand why the pigeonhole principle makes it not possible to compress arbitrary data.
|
| 20. | You're going to need to use the pigeonhole principle for this . talk ) 20 : 07, 16 March 2013 ( UTC)
|
