Taşcı, DursunAltınışık, Ercan2020-03-262020-03-262002Taşcı, D., Altınışık, E., (2002). On the Almost Hilbert-Smith Matrices. Fibonacci Quarterly, 40(4), 339-344.0015-0517https://hdl.handle.net/20.500.12395/18004The study of GCD matrices wasinitiated by Beslin and Ligh [5]. In that paper the authors investigated GCD matrices in the direction of their structure, determinant, and arithmetic in Zn. The determinants of GCD matrices were investigated in [6] and [11]. Furthermore, many other results on GCD matrices were established or conjectured (see [2]-[4], [7]-[10], and [12]). In this paper we define an nxn matrix S = (sij), where stj =%p, and call S the "almost Hilbert-Smith matrix." In the second section we calculate the determinant and the inverse of the almost Hilbert-Smith matrix. In the last section we consider a generalization of the almost HilbertSmith matrix.eninfo:eu-repo/semantics/openAccessArticle404339344Q4WOS:000177518100008Q4