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SIMULASI JARINGAN JALAN DI KOTA SEMARANG BERBASIS ALGORITMA FLOYD-WARSHALL UNTUK MENANGANI MASALAH LINTASAN TERPENDEK Harsono, Harsono; Mulyono, Mulyono; Suyitno, Amin
Unnes Journal of Mathematics Vol 5 No 2 (2016)
Publisher : Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujm.v5i2.13127

Abstract

This study aimes to know the result of simulation program of road network by using Floyd-Warshall algorithm and visual basic programing. This study also aims to prove that the manual calculation is not different with the simulation of road networking in finding the shortest path of a graph. The method include (1) problem identification, (2) study of litetature, (3) data collection, (4) desainning and constructing simulation program, (5) implementasion of simulation, (6) evaluation of simulation program, (7) drawing conclution. Based on road network data of semarang city with is represented in a form of graph and running simulation Floyd-Warshall algorithm which is the result of desainning and creating the program by using visual basic programming. This simulation resulting shortest path for finding from start verteks to destination verteks after represented to simulation program.Based result manual calculation and the simulation Floyd-Warshall algorithm of this graph is not different
Student’s mathematical connection reviewed from learning motivation in Advance Organizer Learning assisted by Schoology Pratama, Rizky Sandy; Mulyono, Mulyono
Unnes Journal of Mathematics Education Vol 9 No 1 (2020): Unnes Journal of Mathematics Education
Publisher : Department of Mathematics, Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujme.v9i1.37581

Abstract

Abstract The research aims to determine if advanced Organizer learning is effective with the ability of the student’s mathematical connection and describing the mathematical connection ability of students reviewed from the motivation to learn at Advanced Organizer Learning Assisted schoology. The research method used is mixed method with sequential explanatory design. The research population is class IX Junior High School 33 Semarang, while the sample is IX C class as the research class. Samples were taken using the random sampling cluster technique. Subjects of the study were taken using purposive sampling techniques, so obtained six research subjects were selected based on the category of motivational learning. Methods of collecting data using observations, tests, polls, and interviews. The results showed that (1) the proportion of the students ' mathematical connection ability to the study of Schoology advanced Organizer is achieving the classical, average mathematical connection ability of students in Advance Organizer learning With the help of schoology reaching the Minimum Submission Criteria (MSC), and the mathematical connection ability of students after receiving Advance Organizer learningassisted schoology increased by 0.8. The results showed that Advance Organizer learning assisted schoology effectively on the ability of student mathematical connection. (2) Subjects with high learning motivation tend to meet all mathematical connection indicators. Subjects with motivational learning are likely to meet two of the three mathematical connection indicators. Subjects with low learning motivation tend to meet one of three mathematical connection indicators.
PENERAPAN ALGORITMA KRUSKAL DAN ALGORITMA SOLLIN PADA PENDISTRIBUSIAN AIR PDAM TIRTA AJI CABANG WONOSOBO DAN APLIKASINYA MENGGUNAKAN MICROSOFT VISUAL BASIC 6.0 Prasetiyo, Agustaf; Mulyono, Mulyono; Mashuri, Mashuri
Unnes Journal of Mathematics Vol 7 No 2 (2018)
Publisher : Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujm.v7i2.14238

Abstract

Kruskal algorithm and Sollin algorithm are algorithms on graph theory which can be used to find minimum spanning tree for weighted graph. The problem in this research is how the result of minimum water distribution of Tirta Aji Municipal Waterworks Wonosobo branch that in the form of minimum spanning tree using Kruskal algorithm and Sollin algorithm, and how to build an application to find minimum spanning tree from water pipes distribution of Tirta Aji Municipal Waterworks Wonosobo branch using Microsoft Visual Basic 6.0 from Kruskal algorithm and Sollin algorithm. Based on the obtained secondary data, it can be arranged a network. From this network it can be obtained the minimum spanning tree by using Kruskal algorithm and Sollin algorithm. Kruskal algorithm and Sollin algorithm were applied to build an application on Microsoft Visual Basic 6.0, then that application can be used to find the minimum spanning tree from the water pipes distribution. Based on the result of this research, it can be concluded that the weight of minimum spanning tree using Kruskal algorithm, Sollin algorithm and this application is same, that is 36.715 m. It means, the water pipes distribution of Tirta Aji Municipal Waterworks Wonosobo branch can be thrifted up to 9.027 m from the total pipes length before, that is 45.742 m. Kruskal and Sollin algorithm are algorithms on graph theory which can be used to find minimum spanning tree. The problem in this research is how the result of minimum water distribution of Tirta Aji Municipal Waterworks using Kruskal algorithm and Sollin algorithm, and how to build an application to find minimum spanning tree from water pipes distribution of Tirta Aji Municipal Waterworks using Microsoft VB 6.0 from Kruskal and Sollin algorithm. Based on the obtained secondary data, it can be arranged a network. From this network it can be obtained the minimum spanning tree by using Kruskal and Sollin algorithm. Kruskal and Sollin algorithm were applied to build an application on Microsoft VB 6.0, then that application can be used to find the minimum spanning tree from the water pipes distribution. Based on the result of this research, it can be concluded that the weight of minimum spanning tree using Kruskal algorithm, Sollin algorithm and this application is same, that is 36.715 m. It means, the water pipes distribution of Tirta Aji Municipal Waterworks can be thrifted up to 9.027 m from the total pipes length before, that is 45.742 m
EFEKTIVITAS ALGORITMA CLARKE-WRIGHT DAN SEQUENTIAL INSERTION DALAM PENENTUAN RUTE PENDISTRIBUSIAN TABUNG GAS LPG Rupiah, Siti; Mulyono, Mulyono; Sugiharti, Endang
Unnes Journal of Mathematics Vol 6 No 2 (2017)
Publisher : Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujm.v6i2.20484

Abstract

Permasalahan distribusi tabung gas LPG dari salah satu agen LPG di Blora yaitu PT. X ke beberapa sub agen/pangkalan merupakan contoh kasus permasalahan Capacitated Vehicle Routing Problem (CVRP). Permasalahan dalam penelitian ini adalah bagaimana menyelesaikan masalah rute pendistribusian tabung gas LPG menggunakan algoritma Clarke-Wright dan algoritma Sequential Insertion. Pencarian rute tersebut dilakukan secara hitungan manual dan dengan bantuan program Matlab R2014a. Selanjutnya akan ditentukan keefektifan dari penggunaan kedua algoritma tersebut. Pengambilan data dilakukan dengan metode observasi dan wawancara secara langsung dengan pegawai di PT. X. Simpulan yang diperoleh adalah pada solusi algoritma Clarke-Wright diperoleh penghematan jarak sebesar 146,2 km/minggu dan penghematan biaya transportasi sebesar Rp94.116,25/minggu; Sedangkan pada solusi algoritma Sequential Insertion diperoleh penghematan jarak sebesar 160,2 km/minggu dan penghematan biaya transportasi sebesar Rp103.128,75/minggu. Dengan demikian dapat disimpulkan bahwa rute yang dibentuk menggunakan algoritma Sequential Insertion pada kasus ini lebih efektif dibandingkan rute yang dibentuk menggunakan algoritma Clarke-Wright.
Students' mathematical connection ability reviewed from learning style on Auditory, Intellectually, Repetition learning model Abdul Hakim, Nailul Fuad; Mulyono, Mulyono
Unnes Journal of Mathematics Education Vol 9 No 3 (2020): Unnes Journal of Mathematics Education
Publisher : Department of Mathematics, Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujme.v9i3.42948

Abstract

The aims of this study are to (1) comprehensively analyze the achievement of learning completeness of students' mathematical connection ability with the AIR learning model, (2) to find out the improvement in mathematical connection ability with the AIR learning model, (3) to comprehensively analyze the students’ mathematical connection ability with the AIR and DL learning model. , (4) to analyze the difference in the proportion of completeness on the students’ mathematical connection with the AIR and DL learning model, (5) to describe students’ mathematical connection ability on the AIR learning model based on learning style. This research used descriptive quantitative method and class 7 SMP Negeri 16 Semarang for the academic year 2019/2020 became the population of this research. The results showed that (1) the students’ mathematical connection ability on the AIR learning model achieved learning completeness, (2) There was an improvement in the mathematical connection ability of the class on the AIR learning model, (3) the students' mathematical connection ability on AIR learning was better than DL, (4) the proportion of completeness on the test results of students’ mathematical connection ability on the AIR learning was better than DL, (5) the mathematical connection ability reviewed from learning styles was (a) students with the visual learning style met all mathematical connection indicators (b) students with the auditory learning style met three mathematical connection indicators (c) students with the kinesthetic learning style met three mathematical connection indicators
The effectiveness of the CTL learning model using REACT strategy with the mind map and the influence of learning independence on students' mathematical connection ability Nurhayati, Khomsatun Dwi; Sukestiyarno, Yohanes Leonardus; Mulyono, Mulyono
Unnes Journal of Mathematics Education Vol 10 No 3 (2021): Unnes Journal of Mathematics Education
Publisher : Department of Mathematics, Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujme.v10i3.53634

Abstract

This study aims to determine the effectiveness of the CTL learning model using REACT Strategy with the mind map and the influence of learning independence on students' mathematical connection abilities. The research was conducted at Tran Nhan Tong Senior High School, Ho Chi Minh City, Vietnam. The research sample were students of class XA1 as the experimental class that applied the CTL learning model using REACT strategy with mind map and class XA2 as the control class that applied the expository learning model selected based on cluster random sampling. The research data were obtained through tests, questionnaires, and observations. The results showed that 1) the mathematical connection ability of the students that use CTL with the mind map-assisted REACT strategy reached the completeness criteria, 2) the mathematical connection ability of students that use CTL with mind map-assisted REACT strategy higher than the mathematical connection ability of students that use expository learning, and 3) there is a positive effect of student learning independence on the mathematical connection ability of students that use CTL with mind map-assisted REACT strategy.
NILAI KETAKTERATURAN SISI TOTAL PADA GRAF AMALGAMASI SUBDIVISI GRAF DOVETAIL Nurdini, Eka; Rosyida, Isnaini; Mulyono, Mulyono
Unnes Journal of Mathematics Vol 9 No 1 (2020)
Publisher : Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujm.v9i1.28719

Abstract

Given a graph G(V,E) with a non-empty set V of vertices and a set E of edges. A total labelling λ:V∪E→{1,2,…,k} is called an edge irregular total labelling if the weight of every edge is distinct. The weight of an edge e, under the total labelling λ, is the sum of label of edge e and all labels of vertices that are incident to e. In other words, w(xy)=λ(xy)+λ(x)+λ(y). The total edge irregularity strength of G, denoted by tes(G) is the minimum k used to label graph G with the edge irregular total labelling. In this paper, authors investigate the total edge irregularity strength of Amalgamation between Subdivision of Dovetail graph with pendant vertices and cycle graph (〖SD〗_n^n,x)*(C_(3n-3),z). The results of this research are tes((〖SD〗_n^n,x)*(C_(3n-3),z))=⌈(9n-3)/3⌉.
Implementasi Algoritma Bee Colony Dengan Metode Fuzzy Mamdani Untuk Pengaturan Lampu Lalu Lintas Kurnia, Yusthesia Esta; Mulyono, Mulyono; Rochmad, Rochmad
Unnes Journal of Mathematics Vol 9 No 2 (2020)
Publisher : Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujm.v9i2.38663

Abstract

Abstrak Algoritma Bee Colony adalah algoritma yang terinspirasi dari perilaku lebah dalam suatu kelompok untuk mencari makanan, dan dalam penelitian ini diimplementasikan untuk mengatur fase lampu lalu lintas di persimpangan simpang empat Jl. Tambak Dalam Raya- Jl. Soekarno Hatta- Jl. Gajah Raya. Setelah fase lampu lalu lintas baru diperoleh kemudian diatur durasi lampu hijau menggunakan metode fuzzy mamdani. Metode fuzzy mamdani adalah salah satu metode dalam FIS untuk memetakan suatu ruang input ke dalam suatu ruang output. Variabel input berupa jumlah mobil dan motor yang berhenti saat lampu merah dan variabel output berupa durasi lampu hijau, perhitungan menggunakan bantuan fuzzy logic toolbox Matlab R2014a, kemudian diatur durasi lampu lalu lintas dengan lampu kuning 2 detik dan clear 3 detik. Hasil penelitian diperoleh fase lampu lalu lintas baru terdiri 4 fase tanpa adanya tabrakan arus kendaraan dan durasi lampu lalu lintas berubah mengikuti jumlah mobil dan motor yang berhenti saat lampu merah.
Penjadwalan ulang proyek konstruksi menggunakan metode PDM dan CPM (studi kasus pada pembangunan Toserba Yogya di Pekalongan) Utomo, Fajar Prasetyo; Mulyono, Mulyono
Unnes Journal of Mathematics Vol 10 No 1 (2021)
Publisher : Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/ujm.v10i1.45418

Abstract

Penelitian ini bertujuan menemukan waktu optimal penjadwalan baru untuk proyek konstruksi toserba yogya di Pekalongan, dengan menggunakan metode PDM-CPM dan Microsoft Project 2010. Tujuan dari penelitian ini adalah untuk mengetahui pekerjaan-pekerjaan yang terdapat pada jalur kritis proyek, yang nantinya akan menentukan lamanya penyelesaian proyek. Sehingga dapat diketahui, pekerjaan-pekerjaan apa saja yang tidak boleh terjadi keterlambatan. Pengambilan data dalam skripsi ini dengan Teknik wawancara, dokumentasi, dan studi Pustaka dengan PT. Win Sejahtera sebagai kontraktor. Hasil penelitian ini adalah penggunaan metode CPM, PDM, dan Microsoft Project memberikan hasil yang sama yaitu pengerjaan proyek selama 51 Minggu dengan rincian metode PDM memiliki 27 pekerjaan kritis dari 75 Pekerjaan, metode CPM memiliki 37 pekerjaan kritis dari 112 pekerjaan, dan Microsoft Project memiliki 27 pekerjaan kritis dari 73 pekerjaan. Berdasarkan hasil penelitian ini, disarankan PT. Win Sejahtera mempertimbangkan menggunakan teknik PERT-CPM dengan Microsoft Project dalam membuat penjadwalan proyek.
The Coherence of Group Scheme of the High Initial Ability Students Based on Cognitive Style Wijayanti, Kristina; Mulyono, Mulyono
Kreano, Jurnal Matematika Kreatif-Inovatif Vol 12, No 1 (2021): Kreano, Jurnal Matematika Kreatif-Inovatif
Publisher : Mathematics Dept, Math. and Science Faculty, Universitas Negeri Semarang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.15294/kreano.v12i1.29528

Abstract

Teaching and learning deductive proof is one of the most important goals in mathematics education. According to the APOS theory, learning a concept is facilitated when students have constructed an adequate APOS mental structure for the concep. There are characteristics differences between field-dependent and field-independent students in responding to tasks to construct proofs. The purpose of this study was to analyze the coherence of the group scheme constructed by students with the high initial ability based on cognitive style to construct  proofs. This study was a qualitative. The research subjects were determined by the purposive sampling. Data collection using test and in-depth interviews. The credibility of data was carried out using triangulation. Data analysis used Miles and Huberman's model. The results showed that the FI and FN Subjects had thematized the group scheme and were coherent, while the FD Subject had thematized the group scheme but was not coherent.Pengajaran dan pembelajaran bukti deduktif dalam matematika merupakan salah satu tujuan terpenting dalam pendidikan matematika. Menurut teori APOS (Aksi, Proses, Objek, Skema), belajar suatu konsep terfasilitasi apabila siswa telah mengkonstruksi struktur mental APOS yang memadai untuk konsep tersebut. Ditinjau dari gaya kognitifnya, ada perbedaan karakteristik antara mahasiswa field-dependent dan field-independent dalam merespon tugas yang memerlukan kemampuan mengkonstruksi bukti. Tujuan penelitian ini adalah menganalisis koherensi Skema grup yang dikonstruksi mahasiswa dengan kemampuan awal mengkonstruksi bukti adalah tinggi dan gaya kognitif FI, FN, FD.  Penelitian ini dirancang sebagai penelitian kualitatif. Subjek penelitian ditentukan dengan teknik purposive sampling. Teknik pengumpulan data menggunakan teknik tes dan wawancara mendalam.  Derajat kepercayaan data dilakukan dengan teknik pemeriksaan triangulasi.  Analisis data selama di lapangan mengggunakan model Miles dan Huberman. Hasil penelitian menunjukkan Subjek FI dan FN sudah mentematisasi Skema grup dan sudah koheren, sedangkan Subjek FD sudah mentematisasi Skema grup namun belum koheren.
Co-Authors A.S, Yandi Abd. Rahman Abdul Hakim, Nailul Fuad Abdul Rahman Abdurahman . Abesti, Yanu Aditya Ade Bagus Primadoni Adhie Nur Radityo Adi Nur Cahyono Adiba, Azka Fikral Adibah, Tardha Amirah Adung, Simson Umbu Galu Adya Hermawati Afif Budiyono, Afif Afit Istiandaru, Afit Afrani, Aurora Afriyanti, Ice Agung Astuti Agung Firmansyah Agung Ramadan, Yoshida Agung Satrio Nugroho Agus Nuryatin Agus Supriyanto Agus Wahyudi Agus Yulianto Agusniar Dian Savitri Agustina, Ika Rizki Agustiyana, Rosela Ahmad Barizi Ahmad Fairuzabadi Ahmad Faizal Ahyaningsih, Faiz Ainin, Qurratu Ainurrizqiyah, Zulfa Akbar Harmono, Bayu Al Ashari, Shoib Rizal Alfiana Alfiana Alfianto, Angga Eka Alfrianda, Thomas Eka Alghozi, Haidar Abroru Aliefta, Dhea Rizka Noor Aliefta, Dhea Rizka Noor Alifa, Alifia Zuhriatul Alpandari, Heny Alyasa, Moh. Fani Ambar Dwi Erawati Ambarwati, Yuli Ambon, Klaudius Amelia, Syafira Widya Amidi Amidi, Amidi Amin Suyitno Aminuyati An Nizhami, Avicenna Anang Tri Prasetyawan Andi Setiawan Andini, Rina Widia Anggraeni, Meliana Deta Anggraini, Lenny Gusti Anggreni, Made Ayu Ani Maryani, Ani Anis Roihatin Anita Rahmawati Anjani, Farin Annisa Pertiwi Aprianoto, Aprianoto Aprilia, Eka Fitri Arafiyah, Ria Ardiana, Vita Ardias, Afriza Yuan Ardias, Afriza Yuan Arfiansyah, Rendi Arief Agoestanto Arif Fauzi, Dhiyaulhaq Aris Slamet Widodo Aristoteles, Aristoteles Ariyanto, Wahyu Arjuna, Windi Arum Pratiwi Ary Woro Kurniasih AS, Widodo Sarjana Asih, Tri Sri Noor Asikin, Mohammd Asmin Asmin, Asmin Asmin Panjaitan Aspita Laila Asrin Lubis Astuti Astuti Astuti, Clara Rosita Hani Yuli Astuti, Sri Ady Aulia, Nur Fatowil Aulia, Syahrani Auliaturrif’ah, Citra Aulinah, Ina Ayya, Tiur Azisi, Azisi Aziza, Firdha Azizia, Ananda Jullailatul Badri, Badri Bagus Sumargo, Bagus Bahrul Ulum Bambang Eko Susilo Bambang Heri Isnawan Bambang Waluyo Hadi Eko Prasetiyono Bambang Yulianto Banjarnahor, Humuntal Bashori, Sugeng Basuki Rachmad Basuki Rahmat Masdi Siduppa Basuki, Noor Van Ardi Basuki, Noor Van Ardi Bawana, Adyatma Eka Bayujaga, Dian Bimantoro, M Rangga Binthalib, Fadila Bono Bono Bornok Sinaga BP, Ismawandi BR Sihaholo, Ruth Salisa Brilliyan, Yoga Rizky Bripandika Putra , Ismawandi Budhi Prasetiyo Budi Halomoan Siregar Butarbutar, Richard Marihot Cahyo, Anggoro Abiyyu Ristio Chandra, Stepanus Ardyan Chandrasa Soekardi Chumdari Chumdari, Chumdari Chyana, Athika Sidhi Cyntia S., Maria Dadang Kurnia, Dadang Damaryanti, Desi Dwi Dani Riyadi Daniel Happy Putra Darisman, Eka Kurnia David Rizar Nugroho Deewo, Chonthicha Dendi Saputra, Nugraha Desi Setiyadi Dewanti, Dian P. Dewi, Nuriana Rachmani Dewi, Sukuriyati Susilo Dhiyaussalam , Dhiyaussalam Dian Armanto Dian Herasari, Dian Dian Kartika Sari, Dian Kartika Dian Kurnianingrum, Dian Dian Pratiwi Didin S. Damanhuri Djodjok Soepardjo Dominikus H Akhadi, Dominikus H Dwi Putra Yuwandana Dwi Setyaningsih Dwiana Hendrawati Dwijanto Dwijanto, Dwijanto E. Elvis Napitupulu, E. Elvis Edi Syahputra Edy Ismail Edy Soedjoko Edy Surya Efendi, Erwan Tri Efrilianda, Devi Ajeng Eka Fitri Syahputraaji, Eka Fitri Eko Andy Purnomo Eko Hanudin Eko Sri Wiyono Elhas, Rivan Ma’rivan Emi Pujiastuti ENDAH NESTITI URIP RAHAYU Endang Sugiharti, Endang Endang Wuryandini, Endang Endarto, Eko Agus Prasetyo Enden Darjatul Ulya Erika Erika Erlita, Dea ERMA WIDYA LESTARI, ERMA Ernani Lubis Erni Suharini F. Gatot Sumarno, F. 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