Claim Missing Document
Check
Articles

Found 32 Documents
Search

Dimensi Metrik Lokal pada Operasi Korona Graf Ular Segitiga dengan Graf Lintasan Orde Dua Zuha, Jaqueline Widad; Rahmadi, Deddy; Munandar, Arif
JURNAL DIFERENSIAL Vol 8 No 1 (2026): April 2026
Publisher : Program Studi Matematika, Universitas Nusa Cendana

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.35508/jd.v8i1.27365

Abstract

Graphs were first introduced by Leonard Euler through the Königsberg Bridge problem in 1736. Let $G$ be a connected graph with vertex set $V(G)$ and edge set $E(G)$. The concept of distance in graphs leads to the notions of metric dimension and local metric dimension. Let $W \subset V(G)$ with $W = \{w_1, w_2, \dots, w_n\}$. The representation of a vertex $x \in V(G)$ with respect to $W$ is defined by $r(x \mid W) = (d(x, w_1), d(x, w_2), \dots, d(x, w_n)).$ The set $W$ is called a local resolving set of $G$ if for every pair of adjacent vertices $u, v \in V(G)$, $r(u \mid W) \ne r(v \mid W)$. The minimum cardinality of such a set is called the local metric dimension of $G$ and is denoted by $\dim_{\ell}(G)$. This research aims to determine the metric dimension and local metric dimension of the triangular snake graph $T_n$, as well as graphs obtained from the corona operation between $T_n$ and a path graph of order two. The method used is a literature study with an analysis of graph structure and vertex distances. The results show that both the metric dimension and the local metric dimension of the triangular snake graph are equal to $2$. Moreover, the local metric dimension of $T_n \odot P_2$ is $2n+1$, while that of $P_2 \odot T_n$ is $n+3$ for odd $n$ and $n+2$ for even $n$.
Pemberdayaan literasi digital siswa SMA melalui pelaksanaan try out dengan sistem computer-based test di SMA Negeri 1 Karangnongko Ar Rouf, Muhammad Fakhri; Dewi, Yasinta Harfahra Inna; Rahmadi, Deddy
Penamas: Journal of Community Service Vol. 6 No. 1 (2026): Penamas: Journal of Community Service
Publisher : Nur Science Institute

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.53088/penamas.v6i1.2530

Abstract

This community service program aims to improve the digital readiness of 12th-grade students at SMA Negeri 1 Karangnongko in preparation for the Computer-Based National Selection Test (SNBT). Initial observations indicated that assessment activities were still conducted using paper-based methods, limiting students’ exposure to digital examinations. To address this issue, a Computer-Based Test (CBT) system was implemented through socialisation, guided practice, and technical assistance during a try-out session. The program involved 172 students, all of whom successfully accessed and completed the CBT simulation. In addition, 118 students provided feedback through questionnaires, indicating positive responses toward system usability and examination experience. Most students reported that the CBT system was easy to use, helped reduce anxiety, and improved familiarity with computer-based examinations. These results indicate an improvement in students’ digital readiness, particularly in operational skills and examination navigation. Furthermore, the implemented CBT system can be reused independently by the school, providing sustainable benefits for future digital assessment activities.
Co-Authors Abdillah, Nafal Maulana Ahsanti, Amalia Aida Haya Afifah Albar, Wakhid Fitri Alisyah, Maulidatu Jauharoti Alvian Nur Rohman Alya Azzahra Ar Rouf, Muhammad Fakhri Arga Bathara Dipoyono Arif Munandar Asiyam, Unzhurna Camelia, Puspa Chaririyah,, Zakiyatul Dela Nuraini Safinka Dewi, Yasinta Harfahra Inna Dheana, Clarissa Elva Dhiya Anisah Utami Dia Cahya Wati Erika Putri Fatimah, Nadhifa Nur Febriantono, Awal Firmansyah, Muhammad Azwar Galih Fathurahman Ardiansyah Hakim Adidarma Hardina Sandariria Hariyani, Febri Dwi Herdianti, Redella Reffa Hidayati, Tsalis Wifqi Ichsan, Alfian Nur Nur Ighfirli Amanda Izzati Ilmi, Derrida Atsmarotul Insyafilla, Asyanada Kamal, Ahmad Mushthofa Karunika, Adelia Marsa Katya Royhana Dewi Khasanah, Aulia Nur Muchammad Abrori Muhammad Luthfi Muhammad Luthfi Muhammad Rejaus Syifa Muhammad Ridho Ramadhan Mustamin, Miftah Aulia Nabila Putri Maharani Najihan, Hizbullah Naufal, Muhammad Hafizh Neisya Jamilatus Syarifah Ni'ma Ajrul Amilin Nugroho, Rizki Surya Nurul Mufidah, Nurul Prasetyani, Elvira Pratiwi, Hanifa Ika Dian Putri, Della Hidayana Putri, Tarisha Najwa Rahayu, Pipit Pratiwi Ramadhan, Muhammad Ridho Ramadhani, Ilma Nindita Ramadhani, Qonita Nadya Rifky Tyo Ramadhani Santoso Robiultsani, Muhammad Fauzi Nur Rohmah, Sinta Miftakhul Rohman, Alvian Nur Safinka, Dela Nuraini Setyaji, Fajar Dwi Styo, Anyelir Nurahmaida Nanda Sulthon Aqthoris Sama Utami, Dhiya Anisah Vanesia, Valentina Aprilia Wahyuni, Winda Cahya Dwi Wakhid Fitri Albar Wakhid Fitri Albar Walda, Akbel Varianto Walda Yeni Susanti Yusrina Mastura Zuha, Jaqueline Widad