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All Journal MATEMATIKA SAINS DAN MATEMATIKA Unisda Journal of Mathematics and Computer Science (UJMC) Jurnal Pasopati : Pengabdian Masyarakat dan Inovasi Pengembangan Teknologi Journal of Soft Computing Exploration Journal of Fundamental Mathematics and Applications (JFMA) Prosiding Konferensi Nasional Penelitian Matematika dan Pembelajarannya
Bambang Irawanto
Departemen Matematika, Fakultas Sains Dan Matematika Universitas Diponegoro, Jl. Prof. Sudarto, SH, Tembalang, Semarang, Indonesia 50275
Aerospace Engineering Automotive Engineering Chemical Engineering, Chemistry & Bioengineering Civil Engineering, Building, Construction & Architecture Computer Science & IT Decision Sciences, Operations Research & Management Earth & Planetary Sciences Education Electrical & Electronics Engineering Environmental Science Industrial & Manufacturing Engineering Mathematics

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PROGRAM LINIER FUZZY PENUH DENGAN METODE KUMAR Wahyudy, Shintia Devi; Irawanto, Bambang
MATEMATIKA Vol 17, No 3 (2014): Jurnal Matematika
Publisher : MATEMATIKA

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Abstract

Fully fuzzy linear programing is part of a crisp linear programming (linear programimg with a number of crisp) which the numbers used are fuzzy numbers. Solving a fully fuzzy linear programming problems by using Kumar method to fuzzy optimal solution and crisp optimal value.. Solving fuzzy optimal solution by Kumar method  on triangular fuzzy number to divide into tree objective functions and defuzzification  by using ranking function and  α - cutting to get crisp  optimal solution. This paper discusses about Kumar methods method for solving fully fuzzy linear programming in which fuzzy numbers used are triangular fuzzy numbers.  
MEMBANGUN KODE GOLAY (24, 12, 8) DENGAN MATRIKS GENERATOR DAN MENGGUNAKAN ATURAN KONTRUKSI rizki, ikhsan; Irawanto, Bambang
MATEMATIKA Vol 13, No 1 (2010): JURNAL MATEMATIKA
Publisher : MATEMATIKA

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Abstract

The binary (24, 12, 8) extended Golay code can be constructed through the direct sum operation with involve two product codes. This method form the generator matrix framework of the (24, 12, 8) Golay code that is based on the so-called Turyn or |a + x|b + x|a + b + x| construction, where a,b C1 and x C. C1 and C is the (8, 4, 4) linear block codes. C can be gotten by applying construction rules to get the generator matrix of C. With C1 and C and by applying the generator matrix framework of the (24. 12, 8) Golay code get the binary (24, 12, 8) extended Golay code.  
GEOMETRI EUCLID EG(2, pn) UNTUK MEMBENTUK RANCANGAN BLOK TIDAK LENGKAP SEIMBANG Irawanto, Bambang; Hidayati, Yuni
MATEMATIKA Vol 10, No 3 (2007): JURNAL MATEMATIKA
Publisher : MATEMATIKA

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Abstract

A Balanced Incomplete Block (BIB) design with parameters  is an arrangement of v distinct objects into b bloks such that each block contains exactly k distinct objects, each object occurs in exactly r different blocks, and every pair of distinct object  occurs together in exactly l blocks. Euclidean geometry EG (2, pn) is the finite geometry of two dimensions over the Galois Field GF(pn). By considering that the object of BIB design is same with the points of EG(2, pn) and the blocks which contain those objects are same with the lines which contain the points from EG(2, pn),  EG (2, pn) can be used to construct BIB design.
METODE DEKOMPOSISI DAN METODE BIG-MUNTUK MENYELESAIKAN PROGRAM LINIER VARIABEL FUZZY TRIANGULAR STUDI KASUS: HOME INDUSTRI BOROBUDUR FURNITURE, BOGOR, INDONESIA Puspitasari, Nanda; Irawanto, bambang; ., Widowati
MATEMATIKA Vol 19, No 1 (2016): Jurnal Matematika
Publisher : MATEMATIKA

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Abstract

Fuzzy Variable Linear Programming (FVLP) with triangular fuzzy variable is part of not fully fuzzy linear programming with decision variables and the right side is a fuzzy number. Solving  FVLP with triangular fuzzy variables used Decomposition Methods and Big-M Methods by using Robust Ranking to obtain crisp values. DecompositionMethods of resolving cases maximization and minimization FVLP by dividing the problems into three parts CLP. Solving FVLP with Big-M Methods to directly solve the minimization case FVLP do without confirmation first. The optimal solution fuzzy, crisp optimal solution, optimal objective function fuzzy and crisp optimal objective function  generated from Decomposition Methods and Big-M Methods for minimizing case has same solution. Decomposition Methods has a longer process because it divides the problem into three parts CLP and Big-M Methods has a fewer processes but more complicated because the process without divide the problems into three parts
KONSTRUKSI LEXICOGRAPHIC UNTUK MEMBANGUN KODE HAMMING (7, 4, 3) Aini, Aurora Nur; Irawanto, Bambang
MATEMATIKA Vol 12, No 3 (2009): JURNAL MATEMATIKA
Publisher : MATEMATIKA

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Abstract

Hamming code can correct single error in massages transmission. Hamming codes can be constructed by Lexicographic codes. Lexicographic construction is a greedy algorithm that produces error correcting codes known as lexicographic codes. There are two ways to construct lexicographic codes. They are greedy construction and lexicographic constructions. Given codes with minimum distance d and length n. To construct the greedy algorithm, the codeword with length n are processed in some fixed order, and the next codeword is inserted in the code when its distance from all codewords previously selected is  d. The Lexicographic Construction is a different approach with a goal to speed up the process of generating lexicodes by storing the reusable information in the memory.  
PROGRAM LINIER FUZZY PENUH DENGAN ALGORITMA MULTI OBJECTIVE LINEAR PROGRAMMING S, Mohammad Ervan; Irawanto, Bambang; ., Sunarsih
MATEMATIKA Vol 18, No 1 (2015): Jurnal Matematika
Publisher : MATEMATIKA

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Abstract

In the linear programming there is one of the certainty assumptions, where each parameters has been known with certainty, but in this real life, the parameters is often can not be stated with certainty, so that the linear programming developed into fully fuzzy linear programming (FFLP). This paper discusses the problem solving FFLP problem with Multi Objective Linear Programming Algorithm. FFLP problem will be converted to MOLP problem with three objective functions by using a new lexicographic ordering on triangular fuzzy numbers and then it is solved by lexicographic method. The value of the fuzzy optimal solution obtained is used to find the optimal value of fuzzy objective function and then do defuzzification to obtain crisp optimal solutions
METODE SIMPLEKS PRIMAL-DUAL PADA PROGRAM LINIER FUZZY PENUH DENGAN BILANGAN TRAPEZOIDAL Irawanto, Bambang; Djuwandi, Djuwandi; Suryoto, Suryoto; Handayani, Rizky
MATEMATIKA Vol 19, No 3 (2016): Jurnal Matematika
Publisher : MATEMATIKA

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Abstract

Program linier dengan koefisien fungsi tujuan bilangan trapezoidal fuzzy (FNLP) dan program linier dengan variabel trapezoidal fuzzy (FVLP) merupakan bentuk dari program linier fuzzy tidak penuh. FNLP memiliki bentuk bilangan trapezoidal fuzzy hanya pada koefisien fungsi tujuannya saja, sedangkan FVLP memiliki bentuk bilangan trapezoidal fuzzy pada variabel keputusan dan konstanta ruas kanannya. Kasus minimasi dari FNLP dan FVLP dapat diselesaikan dengan metode simpleks dual. Bentuk bilangan trapezoidal fuzzy harus diubah ke bentuk bilangan crisp terlebih dahulu dengan menggunakan fungsi peringkat untuk menentukan entering variable dan leaving variablenya.Nilai fungsi tujuan optimalyang dihasilkan berupa bilangan trapezoidal fuzzy dan bilangan crisp.
PENERAPAN SISTEM INFERENSI METODE MIN-MAX DALAM LOGIKA FAZZY UNTUK PENGATURAN TRAFFIC LIGHT Irawanto, Bambang; Kurniawan, Desfri
JURNAL SAINS DAN MATEMATIKA Volume 18 Issue 1 Year 2010
Publisher : JURNAL SAINS DAN MATEMATIKA

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Abstract

Abstrak---Logika  crisp merupakan  sistem  logika yang hanya mempunyai  dua nilai  keanggotaan benar atau salah. Dalam  implementasinya,  terdapat  hal-hal yang tidak tepat bila direpresentasikan  hanya secara  benar  dan  salah. Karena itu, digunakanlah  sistem  logika fuzzy dimana terdapat  nilai-nilai diantara benar  dan  salah. Konsep  ini banyak diaplikasitan  terutama  untuk sistem  kontrol, salah  satunya  pada  traffic light. Sistem  pengaturan traffic light dengan konsep  logika  fuzzy mampu  bekerja  sesuai  kondisi  jalan yang diaturnya.  Sistem  inferensi  fuzzy menggunatan  metodi Min-max. Input crisp diubah menjadi input  fuzzy, kemudian  dievaluasi  dengan basis  pengetahuan  menggunakan  kaidah-kaidah  fuzzy  yang akhirnya  dihasilkan sebuah solusi daerah fuzzy. Daerah solusi ini selanjutnya dilakukan defuzzisasi untuk mendapatkan  sebuah solusi  crisp  sebagai  dasar penentuan  durasi lampu hijau pada traffic light.Kata  kunci  : Logika fuzzi, sistem inferensi fuzzy, metode  min-maxPermalink : http://ejournal.undip.ac.id/index.php/sm/article/view/3117
MEMBANGUN KODE GOLAY (24, 12, 8) DENGAN MATRTKS GENERATOR DAN MENGGUNAKAN KRITERIA PERMUTASI Irawanto, Bambang; Rizki K., Ikhsan
JURNAL SAINS DAN MATEMATIKA Volume 17 Issue 2 Year 2009
Publisher : JURNAL SAINS DAN MATEMATIKA

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Abstract

ABSTRACT-  -One  of  the  more  useful  block  codes  k  the  binary  Q4,  .12,  8) etended  Golay  code.The  binary (24, 12,  8) actended  Golay  code  can  be  constructed  through  the  direct  sum  operationwith irwolvetwo  product codes.  This methodform the generator  matrixframework of the (24, 12, 8) Golay code  that isbasedontheso-calledTuytnorla+xlb  +xla+ b+xlcanstntction,wherea,bE  Crandxe C', C,andC',is the  (8, 4, 4) Iinear block codes.  C,  can be  gotten  through  row permutation  of the  parity submaffix  of CLWith  q  and C', and  by applying  the  generator  matrixframework  of  the  (24. 12,  S) Golry code  get  the  binary(24,  12,  8) utended Golay  code..Keyword  :Block  codes,  direct  sum,  Goloy  Code,  product codes.
Konstruksi Greedy Kode Lexicographic untuk Membangun Perluasan Kode Golay (24 12,8) Aini, Aurora Nur; Irawanto, Bambang
JURNAL SAINS DAN MATEMATIKA Volume 19 Issue 1 Year 2011
Publisher : JURNAL SAINS DAN MATEMATIKA

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Abstract

Golay codes can be constructed by lexicographic codes. Lexicographic codes constructed by Greedy algorithm. Greedy construction is one type of Greedy algorithm. Given codes with minimum distance d and length n. To construct the greedy algorithm, the codeword with length n are processed in some fixed order, and the next codeword is inserted in the code when its distance from all codewords previously selected is  d. On Greedy construction, to set (n, k,d) codes, we only need to set (n-k,k) codes with  k iteration.   Keywords: linear codes, lexicographic codes, Golay, generator matrix
Co-Authors A, Nunung Amalia Alifiani, Amalia Ambar Puspasari, Ambar Aulia, Lathifatul Aurora Nur Aini Bambang Supriyadi Bayu Surarso Desfri Kurniawan Djuwandi Djuwandi Eddy Prianto Handayani, Rizky Ikhsan Rizki K. Jiwangga, Sesar Sukma Juwanda, Farikhin Lucia Ratnasari Lucia Ratnasari Mohammad Ervan S, Mohammad Ervan Mohammad Ervan S., Mohammad Ervan Nanda Puspitasari, Nanda Nikken Prima Puspita Ratri Wulandari Redemtus Heru Tjahjana rizki, ikhsan Robertus Heri Sulistyo Utomo Santi Widyaningsih Shintia Devi Wahyudy, Shintia Devi Siti Alfiatur Rohmaniah Solikhin Solikhin Sulastri Daruni Sunarsih . Sunarsih Sunarsih Suryoto ., Suryoto Suryoto Suryoto Utomo, R. Heri Soelistyo Utomo, R. Heri Soelistyo Widowati ., Widowati Yuni Hidayati