https://ejournal.unib.ac.id/jsn/issue/feed Jurnal Sosiologi Nusantara 2025-06-30T00:00:00+00:00 Wilma Novika, S.Sos jurnalsn@unib.ac.id Open Journal Systems <p><strong><span style="color: #666666; font-family: 'Lucida Grande', Verdana, Helvetica, Arial, sans-serif; font-size: 12px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-style: initial; text-decoration-color: initial; display: inline !important; float: none;">Jurnal ini memuat tulisan yang bersumber dari hasil penelitian, kajian kritis dalam bidang sosial dan humaniora. Terbit dua kali dalam setahun yaitu bulan Juni dan Desember.</span></strong></p><p><strong><span style="color: #666666; font-family: 'Lucida Grande', Verdana, Helvetica, Arial, sans-serif; font-size: 12px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: #ffffff; text-decoration-style: initial; text-decoration-color: initial; display: inline !important; float: none;"><img 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 https://ejournal.unib.ac.id/jsn/article/view/39713 Sistem Penghidupan Petani di Kawasan Konflik Agraria (Kasus: Desa Setrojenar, Kecamatan Buluspesantren, Kabupaten Kebumen) 2025-02-27T04:18:40+00:00 Indri Mariska heru_purwandari@apps.ipb.ac.id Heru Purwandari heru_purwandari@apps.ipb.ac.id <p>Konflik agraria terjadi lantaran adanya perbedaan pandang akan sumber daya alam yang sama sehingga terjadi perebutan hak dan akses untuk memanfaatkan sumber daya alam tersebut sesuai kepentingannya masing-masing. Keterlibatan petani dalam konflik agraria memungkinkan mereka mengalami kondisi ketidakpastian dalam upaya bertahan hidup terlebih ketika tingkat konflik semakin meningkat. Rumah tangga petani harus mampu beradaptasi dan menerapkan strategi bertahan hidup dengan modal nafkah yang mereka miliki. Penelitian ini bertujuan untuk menganalisis hubungan tingkat konflik agraria terhadap modal dan strategi nafkah rumah tangga petani. Metode yang digunakan dalam penelitian ini yaitu pendekatan kuantitatif yang didukung dengan pendekatan kualitatif. Data kuantitatif diperoleh dengan menggunakan kuesioner penelitian serta diolah dengan analisis Rank Spearman, sedangkan data kualitatif dikumpulkan dengan melakukan wawancara mendalam. Hasil penelitian menunjukkan tingkat konflik agraria memiliki hubungan yang signifikan dengan modal dan strategi nafkah rumah tangga petani. Ketidakpastian yang dialami rumah tangga petani yakni mengenai aktivitas pertanian yang mereka lakukan ketika intensitas konflik meningkat maupun dilangsungkannya aktivitas latihan TNI AD.&nbsp;</p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/41696 Contributions/Roles of Millennial and Gen Z in Utilising Digital Technology 2025-05-30T07:54:28+00:00 Riecha Priyadi Fhany Damanik fanif3517@gmail.com Derselli P. Silitonga fanif3517@gmail.com <p>The millennial generation and generation Z play a strategic role in the era of modernization influenced by technological advances and globalization. Generation actively contributes to economic, cultural, and social aspects with the characteristics of being adaptive, digital-savvy, critical and innovative, open, free, critical, and brave by fostering opportunities and chances to innovate. Through qualitative methods based on secondary data analysis, this study reveals how this generation accelerates current social change. Despite facing economic challenges and financial pressures, this generation is still able to contribute to a more advanced and inclusive society. Their technological skills and entrepreneurial spirit create opportunities for innovation, especially in the digital economy and social movements that support inclusivity and diversity. Driven by technological advances, the influence of globalization, these two generations have extraordinary abilities to adapt, think critically, and create innovations that can affect many aspects of life, such as the economic, cultural and social fields.</p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/41918 Meaning of Being Siri Wife in a Poligamous Marriage 2025-06-07T08:35:54+00:00 Mufidatunnisa Nisa mufiidatunnisaaa@gmail.com Jendrius Jendrius@yahoo.com Indraddin indrazainudin@yahoo.com <p>Second wives in siri polygamous marriages frequently face a legal inequality, social stigma, and cultural pressure. Interestingly, many siri wives do not necessarily perceive their position negatively. On the contrary, they are able to construct positive meanings through their experiences and social interactions. This study aims to identify the meanings constructed by siri wives regarding their position in polygamous marriages, and analyze the adaptive strategies developed by siri wives. This research employs a qualitative approach with data collected through in-depth interviews. The informants consist of five second siri wives. Data analysis was conducted using the Symbolic Interactionism theory by George Herbert Mead. The findings show that siri marriages are perceived as a form of social status recognition, a source of emotional and financial security, and a symbol of the husbands commitment. The status of a siri wife is also seen as a means of gaining affection, escaping loneliness, and attaining flexibility in roles and time. Children born from siri marriages are regarded as a core part of family identity and a primary reason to remain in the marriage. Adaptive strategies include financial independence, emotional detachment from stigma, social participation, and maintaining proper appearance. It is concluded that siri wives construct the meaning of their status not merely based on legal recognition or societal judgment, but through social interaction, self-awareness, and creative negotiation of their position within the reality of polygamous marriage.</p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/40246 Optimalisasi Modal Sosial Masyarakat Jatiwangi Art Factory Sebagai Strategi Transformasi Keberlanjutan Sosial (Studi Kasus Di Desa Jatisura Kabupaten Majalengka) 2025-05-29T04:43:40+00:00 Dini Miftakhul Jannah dinimjdwiputri@upi.edu Sardin dinimjdwiputri@upi.edu Siti Nurbayani dinimjdwiputri@upi.edu <table width="608"> <tbody> <tr> <td width="356"> <p>Social capital is a key factor in facilitating sustainable social transformation which mechanisms rely on the function of social networks, trust, and shared social norms. In Jatiwangi, Majalengka Regency of West Java, an interesting case emerged which shows how social capital can be a driver of sustainable social transformation. This research aims to analyse the social capital of the Jatiwangi Art Factory Community (JAF) as a strategy for sustainable social transformation. This research uses a qualitative approach with a case study method and theoretical utalizes framework proposed by Pierre Bourdieu's Social Capital and Arnold Toynbee's Theory of Social Change. Research findings show that JAF has succeeded in optimizing social capital as the main tool in creating sustainable social transformation that occurred was the result of a process of social interaction, capital accumulation and creative responses to social and economic challenges, there were present of shared values ​​of mutual cooperation, creativity and cultural expressions that were part of the community's mindset and actions. JAF has also changed people's habits that were previously oriented towards the roof tile industry into a community that uses art as a means of artistic expression and sustainable economic livelihood.</p> </td> </tr> </tbody> </table> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/41246 Private Vehicle Dependency In Pontianak City Through The Social Action Perspective 2025-05-01T06:08:01+00:00 Dara Septika Natalia Anggraeni anggraenidsn@gmail.com Arkanudin anggraenidsn@gmail.com Sudirman anggraenidsn@gmail.com Herlan anggraenidsn@gmail.com Indah Listyaningrum anggraenidsn@gmail.com <p>Ketergantungan pada kendaraan pribadi di Kota Pontianak meningkat pesat, sementara pilihan transportasi umum seperti oplet mengalami penurunan penggunaan. Penelitian ini mengkaji alasan-alasan mendasar di balik preferensi masyarakat Kota Pontianak terhadap kendaraan pribadi, serta dampak yang timbul akibat pergeseran dari transportasi umum ke transportasi pribadi. Studi ini menggunakan Teori Tindakan Sosial Max Weber dan metode kualitatif dengan 14 informan yang dipilih secara purposif. Data dianalisis menggunakan Model Miles dan Huberman.</p> <p>Hasil penelitian menunjukkan bahwa masyarakat Kota Pontianak lebih memilih kendaraan pribadi dibandingkan oplet karena alasan seperti fleksibilitas, kenyamanan, efisiensi waktu, aksesibilitas, kemudahan, faktor ekonomi, kondisi transportasi umum yang kurang memadai, keamanan, tujuan perjalanan, jumlah penumpang, dan cuaca. Pertimbangan-pertimbangan ini menggambarkan bagaimana motif individu, nilai-nilai, dan faktor situasional memengaruhi pengambilan keputusan serta membentuk hasil sosial.</p> <p>Perubahan dari transportasi umum ke kendaraan pribadi di Pontianak dapat menyebabkan kemacetan lalu lintas, polusi udara dan kebisingan meningkat, kecelakaan lalu lintas bertambah banyak, berkurangnya interaksi sosial antar individu serta terbentuknya kelas sosial dan individualisme. Penelitian ini merekomendasikan peningkatan kualitas dan aksesibilitas transportasi umum guna mengurangi ketergantungan masyarakat pada kendaraan pribadi.</p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/41953 Strategi Pokdarwis dalam Pengembangan Kampung Wisata Sanjai, Kota Bukittinggi 2025-06-08T13:14:37+00:00 Nurul Hafifah nurulhafifah0442@gmail.com Afrizal nurulhafifah0442@gmail.com Indraddin nurulhafifah0442@gmail.com <p>This research explores how the Tourism Awareness Group (Pokdarwis) implementing Community-Based Tourism (CBT) in Sanjai Tourism Village, Bukittinggi, West Sumatera. By describing the strategies they have developed to promote tourism. As tourism serves as a vital economic driver, requires community involvement for sustainability. Employing a qualitative approach, this research gathers data through in-depth interviews, observations, and document analysis to assess Pokdarwis’ strategies in fostering tourism growth within the village. The analysis is framed using Bourdieu’s theoretical concepts of habitus, capital, and field. Key findings show Pokdarwis: (1) developing tourism plans; (2) promoting the destination; (3) utilizing social capital; (4) empowering pokdarwis members. Bourdieu’s concepts of habitus and capital (cultural, social, economic) highlight how shared norms and networks empower Pokdarwis to lead CBT sustainably. By blending local culture, strategic action, and community participation, Pokdarwis strengthens economic benefits while preserving cultural identity. This approach offers a model for policymakers and practitioners to enhance CBT through grassroots collaboration and socio-cultural alignment</p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/42167 Intervensi Sosial Pada Pemerlu Atensi Sosial Di UPTD Pelayanan Dan Rehabilitasi Sosial Mardi Guna Lampung 2025-06-17T13:26:09+00:00 Aditya Fajar Yudhanto adityafajarydh@gmail.com Luthfi Salim adityafajarydh@gmail.com Faisal Adnan Reza adityafajarydh@gmail.com <p><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Penelitian ini bertujuan untuk mengkaji pola dan strategi intervensi sosial terhadap Kelompok Kebutuhan Perhatian Sosial (KDS) khususnya gelandangan dan pengemis. KDS merupakan kelompok rentan yang memerlukan penanganan khusus karena memiliki hambatan sosial salah satunya adalah gelandangan dan pengemis. Di Provinsi Lampung penanganan KDS dilakukan melalui layanan rehabilitasi sosial oleh UPTD Pelayanan dan Rehabilitasi Sosial Mardi Guna. Penelitian ini menggunakan metode kualitatif dengan pendekatan deskriptif untuk menggambarkan realitas sosial secara komprehensif dari sudut pandang subjek. Sumber data diperoleh melalui wawancara, observasi, dan dokumentasi. Hasil penelitian menunjukkan pola intervensi sosial dilakukan melalui tahap identifikasi, tahap asesmen, program pembinaan, resosialisasi, evaluasi dan terminasi. Strategi yang digunakan melibatkan pendekatan personal oleh pekerja sosial dan kolaborasi lintas instansi untuk mendukung keberhasilan program. Analisis berdasarkan teori tindakan sosial Max Weber menunjukkan bahwa pelaksanaan intervensi bukan sekedar kewajiban administratif, tetapi merupakan bentuk tindakan rasional dan bermakna yang digerakkan oleh nilai-nilai kemanusiaan. Kesimpulan penelitian ini menegaskan bahwa keberhasilan intervensi sosial terhadap PAS, khususnya rumah susun, sangat bergantung pada kualitas pelaksanaan tindakan sosial dan dukungan lingkungan dalam mendukung proses resosialisasi.</span></span></p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025 https://ejournal.unib.ac.id/jsn/article/view/41744 Implementasi Prinsip Perlindungan Perempuan Korban Kekerasan: Studi di UPTD PPA Sumatera Barat 2025-06-09T01:05:58+00:00 A.Fernandos afernandos988@gmail.com Jendrius afernandos988@gmail.com Lucky Zamzami afernandos988@gmail.com <p>Kekerasan terhadap perempuan masih menjadi masalah serius yang memerlukan intervensi pemerintah yang kuat. Sebagai respon, pemerintah Indonesia membentuk Unit Pelaksana Teknis Daerah Perlindungan Perempuan dan Anak (UPTD PPA) melalui Peraturan PPPA Nomor 4 Tahun 2018. Pemerintah Provinsi Sumatera Barat telah membentuk UPTD PPA untuk memberikan layanan perlindungan bagi perempuan korban kekerasan. Namun, masih terdapat tantangan dalam menyelaraskan pelaksanaan layanan tersebut dengan prinsip-prinsip perlindungan yang diamanatkan dalam kerangka hukum nasional. Penelitian ini bertujuan untuk mendeskripsikan bagaimana UPTD PPA Provinsi Sumatera Barat menerapkan prinsip-prinsip perlindungan dalam menangani kasus kekerasan terhadap perempuan. Dengan menggunakan pendekatan kualitatif feminis, data dikumpulkan melalui wawancara mendalam, observasi, dan studi dokumen. Informan meliputi 10 orang: 5 petugas UPTD PPA dan 5 perempuan korban yang menerima layanan dari lembaga tersebut. Data dianalisis menggunakan model Miles dan Huberman, yang meliputi pengkodean data, penyajian data, dan penarikan kesimpulan. Temuan penelitian menunjukkan bahwa prinsip nondiskriminasi dan kepentingan terbaik korban hampir terlaksana secara ideal. Prinsip keadilan sepenuhnya selaras dengan standar hukum. Namun, prinsip kesetaraan gender dan perlindungan dari kekerasan berulang belum terpenuhi secara ideal. Selain itu, prinsip partisipasi, pemulihan, dan kerahasiaan hanya diterapkan sebagian, sehingga kerahasiaan berisiko dilanggar. Temuan ini menyoroti perlunya perbaikan dalam pemberian layanan untuk memastikan kepatuhan penuh.</p> <p>Kata Kunci: Kekerasan terhadap Perempuan, Perlindungan Perempuan, UPTD PPA, Prinsip Perlindungan, Pelaksanaan Perlindungan</p> 2025-07-01T00:00:00+00:00 Hak Cipta (c) 2025