讨论了一般微分单项式的导数的值分布，提出一个新的定理，并进行较为详细的证明。
The paper discusses the value distributions of the derivative of differential monomials, presents a new theorem and proves it in more details.
紧单项式是典范基中最简单的元素。
Tight monomials are the simplest elements in the canonical basis.
特别的，文中给出了证明单项式空间曲线都是集合论完全交的第三种方法，从而简化了这一结论的证明过程。
In particular, the thesis points out that the third method to show that all monomial space curves are set-theoretic complete intersections, thus simplifying the process to come to this conclusion.
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