论文标题
二次对称多项式和Davenport常数的类似物
Quadratic Symmetric Polynomials and an analogue of the Davenport Constant
论文作者
论文摘要
在本文中，我们定义了通过二次对称的多项式定义的有限场$ \ mathbb {f} _p $的序列的davenport常数的常数$ d（φ，p）$。接下来，我们陈述一系列结果，呈现$ d（φ，p）$的确切值，或为此常数的下限和上限。
In this paper, we define the constant $D(φ, p)$, an analogue for the Davenport constant, for sequences on the finite field $\mathbb{F}_p$, defined via quadratic symmetric polynomials. Next, we state a series of results presenting either the exact value of $D(φ, p)$, or lower and upper bounds for this constant.
