Mengembangkan wilayah untuk mengurangi kesenjangan dan menjamin pemerataan merupakan salah satu dari tujuh agenda Pembangunana RPJMN IV Tahun 2020-2024. Setiap wilayah tentunya memiliki potensi yang berbeda, baik potensi fisik maupun non-fisik. Perbedaan inilah yang menjadi dasar dalam pengelompokan desa sehingga pembangunan desa menjadi lebih terarah. Secara umum metode klaster dapat dibedakan menjadi dua kelompok yaitu hard clustering dan soft clustering. Pada hard clustering setiap objek dipetakan terhadap setiap kelompok. Metode yang populer pada kelompok hard clustering adalah Cluster K-Means. Sedangkan pada soft clustering objek tidak hanya dipetakan kedalam satu kelompok. Fuzzy K Means (FCM) merupakan salah satu metode dalam soft clustering, dimana Fuzzy K Means merupakan pengembangan dari Cluster K-Means. Cara kerja FCM adalah objek diberi probabilitas yang pada dasarnya menggambarkan kepemilikan objek ke dalam Cluster.
An electrophoretic method (on-line coupled capillary isotachophoresis with capillary zone electrophoresis) with conductometric detection (cITP-CZE-COND) for the determination of histamine in foodstuffs and feedstuffs is described. Under optimised conditions in cationic mode the histamine is well separated from other components of acidic sample extract and detected by conductimeter within 25 min. Method characteristics, i.e., linearity (22-222 ng/mL), accuracy (recovery 91 ± 9%), repeatability (1.5%), reproducibility (3.4%), and detection limit (4 ng/mL) were evaluated. On a representative series of 37 food and feed samples it has been shown that the cITP-CZE-COND gives comparable results as routine accredited HPLC method. Low laboriousness, high sensitivity, speed of analysis, and low running cost are important attributes of cITP-CZE-COND.
In this article we introduce the notion of $C^*$ - algebra valued fuzzy soft metric space and we prove convergence properties and some related fixed point results. We also give supported examples to our results.
We consider how active forces modeled as non-thermal random noise affect the average dynamical properties of a Rouse polymer. As the power spectrum of the noise is not known we keep the analytical treatment as generic as possible and then present results for a few examples of active noise. We discuss the connection between our results and recent experimental studies of dynamics of labeled DNA telomeres in living cells, and propose new chromatin tracking experiments that will allow one to determine the statistical properties of the active forces associated with chromatin remodeling processes.