in present work, we have calculated the electronic properties including density of states (dos) and electron density for gan, inn and in wurtzite phase for x=0.5. the study is based on density functional theory (dft) with full potential linearized augmented plane wave method (fp-lapw) by generalized gradient approximation (gga-pbesol) for calculating electronic properties. in this report we con...

Approximate frequent itemsets (AFI) mining from noisy databases are computationally more expensive than traditional itemset mining. This is because the AFI algorithms generate large number of candidate itemsets. article proposes an algorithm to mine AFIs using pattern growth approach. The major contribution proposed approach it mines core patterns and examines approximate conditions directly wi...

The importance of product innovations has increased to the centre priorities at every level firm organisational structure. This study examines possible links between innovation, environmental sustainability, and CSR with performance (FP) relationships in Malaysian fashion industries. research employed sustainability (ES) as a mediating variable. We also examine how technology innovation (TI) af...

Frequent pattern mining has become one of the most popular data mining approaches for the analysis of purchasing patterns. There are techniques such as Apriori and FP-Growth, which were typically restricted to a single concept level. We extend our research to discover cross level frequent patterns in multi-level environments. Unfortunately, little research has been paid to this research area. M...

Along with the progress of information techniques and the increase of information need, some databases in the real world grow very quickly and their sizes become very huge. If the FP-Growth procedure is directly executed on these databases to mine association rules, the computer memory may not allow all nodes of a FP-tree generated from a huge database. In this paper, a sophisticated mining app...

The notion of smooth biproximity space  where $delta_1,delta_2$ are gradation proximities defined by Ghanim et al. [10]. In this paper, we show every smooth biproximity space $(X,delta_1,delta_2)$ induces a supra smooth proximity space $delta_{12}$ finer than $delta_1$ and $delta_2$. We study the relationship between $(X,delta_{12})$ and the $FP^*$-separation axioms which had been introduced by...