一种泛多项式偏序上的格

A Lattice of Universal Polynomials on Partial Order

引入了泛多项式，给出了泛多项式的一种偏序结构，证明了一截段上［０，ｐ］的泛多项式构成一个格，而且当ｐ是线性时是一个分配格．最后给出了非模格，非分配的模格，非线性的分配格的例子．

Induced a concept of universal polynomials in which given a partial order and proved that a subset forms a lattice (theorem 1) and the lattice is distributive when p is linear (theorem 2), finally given examples of nou modular, non distributive modular, non linear distributive lattices.