algebraically independent set造句
例句與造句
- Here " rational " means that it is a purely transcendental extension of, generated by an algebraically independent set.
- The largest cardinality of an algebraically independent set is called the transcendence degree of " L " / " K ".
- Suppose is a nonzero algebraic number; then is a linearly independent set over the rationals, and therefore by the first formulation of the theorem is an algebraically independent set; or in other words is transcendental.
- In general, all the elements of an algebraically independent set " S " over " K " are by necessity transcendental over " K ", and over all of the field extensions over " K " generated by the remaining elements of " S ".
- It's difficult to find algebraically independent set in a sentence. 用algebraically independent set造句挺難的