论文标题
发现两者，持续的分数和劳伦斯系列在正式力量系列领域的黄金比率类似物的扩展
Finding both, the continued fraction and the Laurent series expansion of golden ratio analogs in the field of formal power series
论文作者
论文摘要
本文的重点是黄金比率的正式功率系列类似物。我们对他们的持续扩展以及洛朗系列的扩展感兴趣。我们的方法研究了使用Laurent系列扩展的系数确定的Hankel矩阵。
The focus of this paper is on formal power series analogs of the golden ratio. We are interested in both their continued fractions expansions as well as their Laurent series expansions. Our approach studies the Hankel matrices that are determined using the coefficients of the Laurent series expansions.
