Purpose This study aims to review the academic literature on utilization of blockchain in accounting practice and research identify potential opportunities for further scientific investigation provide a framework how practices are impacted by blockchain. Design/methodology/approach is based systematic (SLR) 346 products available Scopus, which were mapped with bibliometric analyses critically d...

Abstract Students from England and Wales had their A-level results in 2020 decided by a ‘triple lock’ system as traditional examinations were cancelled due to the pandemic. Therefore, there was fear that students either being unfairly judged ( Arden University 2020) or would enter university with reduced understanding of concepts leading an increase drop-out rates Staton, 2020). To measure math...

The European defense industry is undergoing profound upheavals, and traditional innovation models may no longer be adequate. For this reason, further investigation needed to know if the triple helix (TH) suitable for one of most influential industries in world. If not suitable, it necessary identify which type n-helices are appropriate. This article follows an embedded case study research strat...

PURPOSE This study sought to apply a Triple Aim framework to the measurement and evaluation of primary healthcare (PHC) team performance. METHODS Triple Aim components were populated with 10 dimensions derived from survey and health administrative data for 17 Family Health Teams (FHTs) in Ontario, Canada. Bivariate analyses and rankings of sites examined the relationships among dimensions and...

It is well-known that, given a Steiner triple system, a quasigroup can be formed by defining an operation · by the identities x · x = x and x ·y = z where z is the third point in the block containing the pair {x, y}. The same is true for a Mendelsohn triple system where the pair (x, y) is considered to be ordered. But it is not true in general for directed triple systems. However directed tripl...

let $mathfrak{l}$ be the virasoro-like algebra and $mathfrak{g}$ itsderived algebra, respectively. we investigate the structure of the lie triplederivation algebra of $mathfrak{l}$ and $mathfrak{g}$. we provethat they are both isomorphic to $mathfrak{l}$, which provides twoexamples of invariance under triple derivation.