论文标题
图代数II的关联光谱。对括号身份，光谱二分法的满意度
Associative spectra of graph algebras II. Satisfaction of bracketing identities, spectrum dichotomy
论文作者
论文摘要
为图代数提供了必要且充分的条件，以满足括号的身份。任意图代数的关联频谱显示为恒定或指数增长。
A necessary and sufficient condition is presented for a graph algebra to satisfy a bracketing identity. The associative spectrum of an arbitrary graph algebra is shown to be either constant or exponentially growing.
