generic polynomial造句
例句與造句
- It follows that it is easier to define it first on generic polynomials.
- There also are groups known not to have generic polynomials, such as the cyclic group of order.
- However, not all Galois groups have generic polynomials, a counterexample being the cyclic group of order eight.
- There are some permutation groups for which generic polynomials are known, which define all algebraic extensions of having a particular group as Galois group.
- The existence, and especially the construction, of a generic polynomial for a given Galois group provides a complete solution to the inverse Galois problem for that group.
- It's difficult to find generic polynomial in a sentence. 用generic polynomial造句挺難的
- For example, the Wikipedia page on work defines it in terms of a line integral : I know how to work with those, but the examples from my calculus textbook are too abstract for me to know how to apply them to real-world problems ( e . g . they use generic polynomial functions ), and the examples from my physics book only use algebra.