Penyakit arteri koroner (coronary artery disease) menjadi penyebab utama kematian penduduk di dunia setidaknya selama dua dekade (2000-2019) dan mengalami peningkatan terbesar dalam rentang waktu tersebut dibandingkan dengan lainnya. Keberhasilan memprediksi penyakit secara dini berdasarkan data medis bermanfaat bagi pasien juga kestabilan perekonomian negara. Tujuan penelitian ini adalah jantu...

Guar (Cyamopsis tetragonoloba (L.) Taub.) is a legume crop, and gum derived from its seeds has various industrial applications. Due to tolerance abiotic stresses, guar can be grown under water-deficit or high-salinity conditions. In this investigation, four diverse genotypes that performed at similar level in field conditions were evaluated salinity experiment the greenhouse lysimeter system. B...

Named-Entity-Recognition(NER) is one of the most important Information-Extraction (IE) use cases, whichis used to improve performance Natural Languages Processing (NLP) tasks,such as Relation-Extraction (RE), Question-Answering (QA). Recently, Arabic NER tackled in differentways by researchers. In this study, we assess two widelyused models, namely, LSTM and Bi-LSTM on task languageand perform ...

A planar set P is said to be cover-decomposable if there is a constant k = k(P ) such that every k-fold covering of the plane with translates of P can be decomposed into two coverings. It is known that open convex polygons are cover-decomposable. Here we show that closed, centrally symmetric convex polygons are also cover-decomposable. We also show that an infinite-fold covering of the plane wi...

BACKGROUND Although decoding the molecular mechanisms underlying insecticide resistance has often proven difficult, recent progress revealed that specific mutations in ryanodine receptor (RyR) of diamondback moth, Plutella xylostella, can confer to diamide insecticides. The extent which RyR contribute phenotype, associated genetic traits and fitness costs remain limited. RESULTS Three field-evo...

We study the eigenvalue distributions for sums of independent rank-one k-fold tensor products large n-dimensional vectors. Previous results in literature assume that k=o(n) and show converge to celebrated Marčenko-Pastur law under appropriate moment conditions on base In this paper, motivated by quantum information theory, we regime where k grows faster, namely k=O(n). sequences have a limit, w...