polynomial sos造句
例句與造句
- The constant by which one multiplies a polynomial so its value at 1 is 1 is a normalizing constant.
- The resulting function " f " is a polynomial so it makes sense to extend its domain to triples where.
- It can be shown that the polynomials so defined satisfy the Pascal identities given below, and therefore coincide with the polynomials given by the algebraic definitions.
- These constraints are of the form that when the decision variables are used as coefficients in certain polynomials, those polynomials should have the polynomial SOS property.
- Another possibility to transform a polynomial so as to satisfy the criterion, which may be combined with applying a shift, is reversing the order of its coefficients, provided its constant term is nonzero ( without which it would be divisible by anyway ).
- It's difficult to find polynomial sos in a sentence. 用polynomial sos造句挺難的