Abstract This paper is devoted to the study of numerical methods for solving large, sparse or full fractional linear algebraic systems (FLAS). The intent is to provide relevant and fair accuracy and efficiency comparisons of several solvers for this type of linear systems, typically involved in the approximation of fractional partial differential equations.

中文翻译：

---

分数阶线性代数系统的数值研究

摘要 本文致力于研究求解大型、稀疏或完全分数线性代数系统 (FLAS) 的数值方法。目的是为此类线性系统提供几个求解器的相关且公平的精度和效率比较，通常涉及分数偏微分方程的逼近。