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FAKTOR-FAKTOR YANG BERPENGARUH TERHADAP PRODUKSI UBI KAYU (MANIHOT UTILISSIMA) Rini urwatiningsih; Nurul Huda; Hendi Pranata
Progresif : Media Publikasi Ilmiah Vol. 2 No. 2 (2014): PROGRESIF : MEDIA PUBLIKASI ILMIAH
Publisher : Universitas Bondowoso

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (122.299 KB)

Abstract

Indonesia termasuk negara penghasil ubi kayu terbesar, hal ini di mungkinkan karena sebagai negara agraria yang terletak didaerah tropis mempunyai kemungkinan besar untuk melaksanakan penanaman sepanjang tahun. Disamping dikonsumsi sebagai makanan pokok, ubi kayu juga diproses dan diperdagangkan/diekspor dalam bentuk gaplek glondong, pellet, chips, tepung gaplek dan tepung tapioka (Purnomo. Dkk, 1992:22).
The Politics of Transformative Nationality: An Experience of Moslem Theologian (Ulama) at Indonesian Islamic Boarding Schools Nurul Huda
Ijtimā`iyya: Journal of Muslim Society Research Vol 2 No 2 (2017)
Publisher : Postgraduate Program, State Institute on Islamic Studies Purwokerto

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (248.954 KB) | DOI: 10.24090/ijtimaiyya.v2i2.1677

Abstract

The communities of Islamic boarding schools as institutions that are born from the basis and doctrine of Islam are meticulously and courageously successful in dialectics with the facts of life. In the colonial era, the communities of Islamic boarding schools did not only fight because of the reasons which the colonialism exploited and treated the people in a non-human way, but also more than the religious doctrine was the most basic foundation so that resistance occurred continuously. The communities of Islamic boarding school is also able to provide a theological solution to critical issues related to the basic foundation of nation and state, such as the basic state debate in the Jakarta charter, and the single principle of Pancasila. As the result, the communities of Islamic boarding schools have made a final decision known the Unitary State of the Republic of Indonesia (NKRI), Bhinneka Tunggal Eka (unity in diversity), Pancasila and the 1945 Constitution is the final and complete for Indonesian nation.
PELATIHAN DESAIN USER INTERFACE (UI) PADA SEKOLAH AZHARYAH MENGGUNAKAN ZOOM METTING Imam Solikin; Aan Restu Mukti; Megawaty Megawaty; Nurul Huda; Admad Ansori; Panji Dharmawan
KOMMAS: Jurnal Pengabdian Kepada Masyarakat Vol 3, No 1 (2022): KOMMAS: JURNAL PENGABDIAN KEPADA MASYARAKAT
Publisher : KOMMAS: Jurnal Pengabdian Kepada Masyarakat

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Abstract

SMA Azharyah Palembang merupakan sekolah SMA yang dikota Palembang yang beralamat Jln. KH. Azhari Palembang 12 Ulu Kecamtan Seberang Ulu II Kota Palembang Provinsi Sumatera Selatan. Siswa SMA Azharyah belum mengenal desain user interface (UI), padahal desain UI sangat penting dalam pengembangan program atau aplikasi. Berdasarkan permasalah tersebut maka perlu dilakukan pelatihan pembuatan desain user interface. Tujuan dari pelatihan desain interface memberikan pengenalan dan keterampilan siswa dalam membuat desain user interface. Manfaat dari pelatihan tersebut memberukan keterampilan dan pengalaman pada siswa SMA Azharyah dalam desain user interface
SOLUSI PERSAMAAN DIFERENSIAL FRAKSIONAL LINIER HOMOGEN DENGAN METODE MITTAG-LEFFLER Helfa Oktafia Afisha; Yuni Yulida; Nurul Huda
EPSILON: JURNAL MATEMATIKA MURNI DAN TERAPAN Vol 10, No 1 (2016): JURNAL EPSILON VOLUME 10 NOMOR 1
Publisher : Mathematics Study Program, Faculty of Mathematics and Natural Sciences, Lambung Mangkurat

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (223.837 KB) | DOI: 10.20527/epsilon.v10i1.53

Abstract

The classical calculus only studies derivatives as well as differential equations of integers, whereas for non-integral integers and differential equations are not included. Thus the concept of fractional calculus, which studies the integral and non-integral order of abbreviated diferintegral including fractional differential equations (PDF). In this paper we present a method for obtaining a homogeneous linear PDF solution built in the Mittag-Leffler function in the form of a series ???????? (????????) = ????????αα (???????????? αα) = ???????????????????????????????????????? Γ (???????????????? + 1) ∞???????? = 0 This series converges for ???????? at ????-1????????, 1????????????. The derivative search of ???????? (????????), is done by deriving each term from ???????? (????????) using the definition of Caputo derivative followed by determining the coefficient ???????????????? to obtain the PDF solution.
PELABELAN GRACEFUL, SKOLEM GRACEFUL DAN PELABELAN ???? PADA GRAF H-BINTANG DAN A-BINTANG Nurul Huda; Zulfi Amri
EPSILON: JURNAL MATEMATIKA MURNI DAN TERAPAN Vol 6, No 2 (2012): JURNAL EPSILON VOLUME 6 NOMOR 2
Publisher : Mathematics Study Program, Faculty of Mathematics and Natural Sciences, Lambung Mangkurat

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (443.48 KB) | DOI: 10.20527/epsilon.v6i2.85

Abstract

The graph G = (V, E) is the ordered set of sets in which V is the set null node and E is a set of arcs. Labeling on graph G is determination of node and arc values or both with certain rules. Labeling graceful is the α α function of the set of vertices V to the set of numbers 0.1,2, .... ???? which induces the α 's bijtive function of the set of arc E to the set number 1,2, .... ???? where each arc uv ∈ E with node u, v ∈ V apply α '(uv) = α (????) - α (????). The graceful grid labeling is a modification of graceful labeling ie the injection function μ from the set of vertices V to the set of numbers 1,2, .... ???? yang induces the μj 's bijtive function of the arc set E to the set of numbers 1,2, .... ???? where each arc uv ∈ E with node u, v ∈ V apply μ '(uv) = μ (????) - μ (????). Labeling ρ is another modification of graceful labeling that is the γ injection function of the set of vertices V to the set of numbers 0.1, 2, .... ???? + 1 which induces the function bitif γ 'from the set of arc E to set of numbers 1,2, .... ???? where each arc uv ∈ E with node u, v ∈ V apply γ '(uv) = γ (????) - γ (????). The H-star chart is formed of the letter H and all its leaves are given a star graph ????????. A-star chart formed from letter A and all its leaves are given a star graph ????????. In this paper is given graceful label construction, graceful scheme and labeling ρ for H-star graphs A-star.
MEMETRIKKAN RUANG MERIK CONE DENGAN MENORMKAN RUANG BANACH Ahmad Maulidi; Mohammad Mahfuzh Shiddiq; Nurul Huda
EPSILON: JURNAL MATEMATIKA MURNI DAN TERAPAN Vol 11, No 1 (2017): JURNAL EPSILON VOLUME 11 NOMOR 1
Publisher : Mathematics Study Program, Faculty of Mathematics and Natural Sciences, Lambung Mangkurat

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (409.12 KB) | DOI: 10.20527/epsilon.v11i1.113

Abstract

Huang and Zhang introduced the cone metric space, by replacing codomain from the set of real numbers into an ordered Banach space on a cone, where the cone is a non empty subset of real Banach space that satisfy certain other properties. In this study also explained about the norm space which is a pair of a vector space with a norm that satisfy some specific properties. Furthermore, Banach space is a complete norm space and space norm says completed if every Chaucy sequence in norm space is convergent.In this paper, the researcher want to study how to metrizability of metric spaces via renorming the Banach spaces. This research was conducted by explaining and proving how to metrizability of cone metric spaces via renorming the Banach spaces. The result is a metric space cone can be made into an ordinary metric space with a metric defined by ????????(????????,????????)=‖|????????(????????,????????)|‖
TEOREMA TITIK TETAP BANACH PADA RUANG METRIK-D Muhammad Ahsar Karim; Dewi Sri Susanti; Nurul Huda
EPSILON: JURNAL MATEMATIKA MURNI DAN TERAPAN Vol 4, No 2 (2010): JURNAL EPSILON VOLUME 4 NOMOR 2
Publisher : Mathematics Study Program, Faculty of Mathematics and Natural Sciences, Lambung Mangkurat

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (264.373 KB) | DOI: 10.20527/epsilon.v4i2.58

Abstract

In the space of metrics known the fixed point theorem of Banach. In this paper, the theorem will be constructed in the D-metric space. This study begins with construction concepts: open ball, open set, convergent lines, and Cauchy rows respectively in the D-metric space. Then given the concept of continuous mapping and mapping continuous uniform in the D-metric space. Further constructed Banach's fixed point theorem at in the D-metric space.
KAJIAN PRAGMATIK: PENGGUNAAN DAN PENYIMPANGAN PRINSIP KESANTUNAN BERBAHASA DALAM UNGGAHAN SELASAR MAK BETI Nurul Huda; Lisa Septia Dewi Br. Ginting
Bahterasia : Jurnal Ilmiah Pendidikan Bahasa dan Sastra Indonesia Vol 3, No 2 (2022): Agustus
Publisher : Fakultas Ilmu Pendidikan Universitas Muhammadiyah Sumatera Utara

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30596/jpbsi.v3i2.11526

Abstract

Penelitian ini bertujuan untuk mendeskripsikan penggunaan dan penyimpangan prinsip kesantunan berbahasa dalam unggahan video akun selasar Mak Beti kajian pragmatik. Penelitian ini menggunakan pendekatan kualitatif yang merupakan penelitian analisis kebahasaan. Penelitian deskriptif adalah metode penelitian yang memfokuskan pada hasil data berupa deskripsi ataupun gambaran terhadap objek yang akan diteliti melalui data yang telah dikumpulkan terlebih dahulu tanpa adanya analisis dan kesimpulan. Sumber data dalam penelitian ini didapatkan dari akun selasar milik Mak Beti dalam beberapa postingan video yang diunggah, diambil dari dua judul “Wak Selo Bikin Wak Keling Gilak” dan “Kejutan dari Martha”. Pengumpulan data penelitian ini dengan menggunakan teknik simak dan catat serta mendokumentasikannya dalam bentuk tangkapan layar. Penyimpangan prinsip kesantunan berbahasa sebanyak 61 tuturan, yang terdiri dari penyimpangan maksim kebijaksanaan, penyimpangan maksim penerimaan, penyimpangan maksim kerendahan hati, penyimpangan maksim kesepakatan, penyimpangan maksim simpati, dan penyimpangan maksim kedermawanan. Penyimpangan Prinsip kesantunan yang paling banyak disimpangkan adalah maksim Kebijaksanaan yaitu sebanyak 11 kali.
Konsepsi Iman Menurut al-Baiḍāwi dalam Tafsir Anwār at-Tanz ̅ il wa Asra ̅ r at-Ta’wi ̅ l Nurul Huda
Analisa: Journal of Social Science and Religion Vol 20, No 1 (2013): Analisa Journal of Social Science and Religion
Publisher : Balai Penelitian dan Pengembangan Agama Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (1144.238 KB) | DOI: 10.18784/analisa.v20i1.6

Abstract

AbstrakPenelitian kepustakaan ini bertujuan untuk menggambarkan bagaimana konsepsi iman menurut al-Baiḍ āwi dalam karya tafsirnya Anwār at-Tanz̅ il wa Asra̅ r atTa’wi̅l. Artikel ini merupakan penelitian kefilsafatan yang menggunakan model historis faktual karena yang diteliti adalah konsepsi filosofis tokoh tafsir dalam karyanya. Hasil penelitian ini menunjukkan bahwa iman menurut al-Baidawi merupakan bagian dari aktivitas hati yang dikonsepsikan sebagai membenarkan, yaitu mengakui dan mempercayai ajaran NabiSawyang berkaitan dengan yang gaib, dan dijalankan secara tersamar. Secara definitif, konsep iman menurut alBaidawi sama dengan konteks iman secara bahasa,tetapi tidak sepenuhnya sama. Hal ini karena al-Baidawi mengkaitkan iman dengan hal di luar iman. Hal ter akhir ini telah menampakkan ketidakkonsistenan konsepsi al-Baiḍ āwi karena berlawanan dengan pembatasan konsepsi imannya sendiri.Kata kunci: Iman, Tafsi̅ r, al-Baiḍ āwi , Teologi AbstractThis library research aims to describe al-Baiḍ āwi’s conception of the term i̅ ma̅ n ‘belief’ in his exegesis Anwār at-Tanz̅ il wa Asra̅ r at-Ta’wi̅ l. This article belongs to the philosophical research and factual history model because the object of the research is the philosophical conception of the exegesis. The findings of the research show that i̅ ma̅ n in al-Baiḍ āwi’s opinion is part of heart activities concepted as recognition and credence to the doctrine of prophet MuhammadSawespecially about ma̅ n ‘belief in’ the occult thing dimly. Although this conception of belief (i̅ ma̅ n) is definitely similar to the language context of the term but it is not totally the same because al-Baiḍ āwi attempted to connect the term beyond in. Therefore, it is the real evidence of al-al-Baiḍ āwi’s inconsistent conception of i̅ ma̅ n because it contradicts with his own prerequisites.Key words: I̅ ma̅ n, exegesis, al- Baiḍ āwi, theology
Karakteristik Metodologis dan Tafsir Teologis Al-Asfahani dalam Kitab Tafsir Ar-Raqib Al-Asfahani Nurul Huda
Analisa: Journal of Social Science and Religion Vol 17, No 2 (2010): Analisa Journal of Social Science and Religion
Publisher : Balai Penelitian dan Pengembangan Agama Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (495.702 KB) | DOI: 10.18784/analisa.v17i2.39

Abstract

This is a library research on kitab Tafsir ar-Ragib al-Asfahani. This studyaims to draw characteristic of methodology Tafsir ar-Ragib al-Asfahani andtheological exegesis. Method of this research is factual history and eclectic(principle of skepticism). This method shows many characteristics of methodologyOf Tafsir ar-Ragib al-Asfahani and al-Asfahani’s theological exegesis, and inclination of al-Asfahani toward theology of ahlusunah. However, This preference is not the main pattern of his exegesis. That Characteristic of methodology divers based of time, method, form and types. Keywords: Methology, Exegesis, Ar-Ragib al-
Co-Authors Aan Restu Mukti Abdul Aziz Jaziri Abdul Rohman Ade Sumaedi Adi Pranoto, Adi Adiyah Mahiruna Admad Ansori Afifatun Nisa Afiyah Hasbiyallah Agil Dwi Anugra Agung Setiyawan Ahmad Maulidi Ahmad Taufiq Ahmad Yasir Amrulloh Akrom, Akrom Aliah Pratiwi Alifi Nur Prasetia Nugroho Amalia Ika Wulandari Aminnudin, Moch. Amirul Mukminin Andi Mursid Nugraha Arifuddin Andri Mulyono Angga Zainudin Anna Khumaira Sari Arief Nurrochmad Ariel Nian Gani Aris Munandar Aris Munandar Aris Munandar Aris Triartadi Arqom Kuswanjono Asep Badruzzaman Aslan Asyruni Multahada Aulia Karima Zuhda Utami Ayatullah aziz, ari rahmat Bagus Andy Winarno Bagus Dwi Cahyono Bambang Gunawan Bambang Wicaksono Hariyadi Bambang Wicaksono Hariyadi Bima Saputra Bintari Tri S Br Ginting, Lisa Septia Dewi Chandra Wirasati, Rinie Indah Chitra, Fara Citrasari, Desy Ariani Dede Maysarah Deni Setiawan Desi Ernita Amru Dewi Sri Susanti Dian Wahyu Wardani Dicki Wahyudi Dicki Wahyudi Didi Kurniawan Dinda Ersyah Dona Putri Kasandi Dwi Setijawati Dwining Handayani Dyah Mutiarin Eka Febryanti Eko Arif cahyono Elga Putra Windika Elsi Wandik Endah Kusumastuti Erliza Yubarda Erna Yunita Ernita Evy Aristiawati Fauzan Fauziatun Nisak Fitriani Hasymi, Liana Ghina Luthfia Giawa, Desyanifransisca Hafsah Usman Hamasliko Mahdawati Hamdi Sarimaryoni Hefti Salis Yufidasari Helfa Oktafia Afisha Hendi Pranata Heriyanti Heriyanti Hikmah Sri Ujari Himmawan Utomo, Agus Hindyah Ike Ifa Khoiria Ningrum Iko Saputra Indriyani Sulistiyanti Inggritia Safitri M Irfan Fathoni Isti Mutmainnah Istiawan, Deden Iswono Jaenab Jaenab Jaenab Kanero Juniar Loso l Lukman Hamdani M. Jauharul Ma'arif M. Rimawan M. Tasrin Mahfudz Sulaiman Mahrus Ali Mahrus Ali Maksum Maksum Marduati Marduati Mariatul Kiptiah Marwa, Taufiq Mawardin Megawaty Megawaty Michelle Yeoh Mico Aditya Priyadi Mirnawati Mirnawati Mistar Mistar Moch Imron Moh. Amin Mohammad Dwi Pratomo Mohammad Mahfuzh Shiddiq Muarif Thoha Muhamad Yasin Muhammad Ahsar Karim Muhammad Eko Atmojo, Muhammad Eko Muhammad Reyhan Muhammad Rofi'i Muhammad Sabil Muhammad Supriyadi Muhammad Syirod Soleh Munir Munir Mutiara Septiani Tasya Mutmainnah Mutmainnah Naela Alfa Ruhama Nafisa Nur Azza Nafisah Nurulrahmatia Nafisah Nurulrahmatiah Nanang Nabhar Fakhri Auliya, Nanang Nabhar Nessi Meilan Nia Maryana Nicko Albart Noor Haryati Normaidah, Normaidah Nur Fitria Handayani Nur Iklimah Nur Mima Sari Nurbaity Raodatun Nadita Nurfitratun Hasanah Nurhayati Nurhayati Nurhayati Nurlina Nurlina Nurlina . Nurul Aima Nurul Hidayah Nurul Shabah Nurwahidatun Nurwahidatun Nurwahidin Nurwahidin Panji Dharmawan Petrus Keso Prima Aulia Putri Alisa Firlana Putri Aulia Faradila Putri Prasetyati Ningrum Putri Putri PUTRI WULANDARI Putri, Vindhi Rahmatiar Ravi Kumar Ricky Setiawan P Rika Adityaningrum Rika Yulita Amalia Rini urwatiningsih Ririn Dwi Aryanti Rizki Umar Ali Rizqi Alfian Rizal Roma Dian Candra Wiralaksana Roshiful Qolbi Sa'diah, Halimatu Salimna Birohmatin Sarah Pramadani Sari, Niken Yuniar Sarina Sembiring, Rinawati Septian Yoga Permana Sevie Musri Sidiq, Abdurrahman Silviatul Karomah, Silviatul Karomah SITI AMINAH SITI FATIMAH Siti Nafisah Soiman Sri Dewi Haryati Sri Ernawati Sri Nawangsari Sulistijanti, Wellie Susilawati Sutiono Tanjung, Asmi Taufik Anwar Taufiqur Rohman Triva Septi Wahyuni Ucup Wicaksono Hariyadi, Bambang Wijayaningrum, Taswati Nova Winsa Wira Wijaya Yanuar Intan Prihatanti Yayat Dimyati Yeni Asmara Yeni Ika Pratiwi Yetnimar Yuni Yulida Zainal Fanani Zulfi Amri Zulkhaidah