| 词汇 | monomial |
| 释义 | monomial noun[ C ] us/mɑˈnoʊ·mi·əl/ algebra a number or variable (= mathematical symbol) or the result of multiplying two or more numbers or variables Examples of monomialmonomial At least one monomial is activated in an essential step. An f -value of v can be due to a single monomial of degree 1 or to many monomials of large degree. Considering a single monomial, the substring containing the corresponding bits is initialized randomly. For a monomial of degree d, the current state can be identified with the number of ones among the variables of the monomial. A similar argument works for a monomial in which two of the exponents are the same. We are interested in the probability that each monomial has been activated (all bits are set to 1) within this period. For each other monomial, the probability of being activated is at most 1/2. These steps are called essential with respect to the considered monomial. This equals the optimization time for the single monomial. If the current search point is not optimal, there is a passive monomial, which has to be activated. The number of essential ones does not change until a passive monomial is activated. The leading term of a polynomial refers to the polynomial's highest ordered monomial under this monomial ordering. We have seen that this is true for monomial maps. An initial scalar spectrum of the monomial form, cc k-d, leads to angular averages that can be performed analytically in both two and three dimensions. An essential 1-entry can become inessential, but this implies that in the same step some monomial is activated. These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. |
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