additive basisの例文

例文

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1. One can see from an elementary argument that if B is an additive basis of order h, then
2. If f ( n ) is always positive for sufficiently large n, then B is called an additive basis ( of order 2 ).
3. For example, the natural numbers are themselves an additive basis of order 1, since every natural number is trivially a sum of at most one natural number.
4. We say that B is an additive basis of order h if r _ { B, h } ( n ) > 0 for all n sufficiently large.
5. It is a non-trivial theorem of Lagrange ( Lagrange's four-square theorem ) that the set of positive square numbers is an additive basis of order 4.