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rimu
rimu
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Most polynomial algorithms we know it have polynomial bounds of a low degree and with small coefficients.

One could say that this is easy to explain: These are the algorithms we especially look for, because they are the most useful ones. But on the other hand, why there are so many "useful" polynomial algorithms is not so clear.

Most polynomial algorithms we know it have polynomial bounds of a low degree and with small coefficients.

One could say that this is easy to explain: These are the algorithms we especially look for, because they are the most useful ones. But on the other hand, why there are so many "useful" polynomial algorithms is not so clear.

Most polynomial algorithms we know have polynomial bounds of a low degree and with small coefficients.

One could say that this is easy to explain: These are the algorithms we especially look for, because they are the most useful ones. But on the other hand, why there are so many "useful" polynomial algorithms is not so clear.

Source Link
rimu
rimu
  • 857
  • 6
  • 22

Most polynomial algorithms we know it have polynomial bounds of a low degree and with small coefficients.

One could say that this is easy to explain: These are the algorithms we especially look for, because they are the most useful ones. But on the other hand, why there are so many "useful" polynomial algorithms is not so clear.

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