论文标题
在某些toeplitz矩阵的决定因素及其概括的决定因素上的antelić-fonseca的证明
A proof of Anđelić-Fonseca conjectures on the determinant of some Toeplitz matrices and their generalization
论文作者
论文摘要
我们提供了由Anéelić和Fonseca在\ cite {andJelic2020some}中猜想的特殊非对称toeplitz矩阵的决定因素的证明。还为更一般的定理证明了证明。因此，在两个特定的设置下，这两个猜想只是两个可能的结果。提供了验证定理的数值示例。
We present a proof of determinant of special nonsymmetric Toeplitz matrices conjectured by Anđelić and Fonseca in \cite{andjelic2020some}. A proof is also demonstrated for a more general theorem. The two conjectures are therefore just two possible results, under two specific settings. Numerical examples validating the theorem are provided.
