<div style="text-align: justify;"> Assalamu'alaikum warahmatullahi wabarakatuh</div> <div style="text-align: justify;"> Selamat pagi semua, setelah beberapa bulan lalu telah share metode knn dan topsis sekarang saya akan mencoba membagi source code dengan metode saw. kali ini memberi contoh Sistem pendukung keputusan penerimaan karyawan baru, point penting yang saya bagikan disini adalah model perhitungan dari metode saw ini. akan saya jelaskan sedikit tentang metode saw. </div> <div style="text-align: justify;"> </div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="font-size: small;"><span style="color: black; font-family: Calibri;">Metode Simple Additive Weighting (SAW) sering juga dikenal istilah metode penjumlahan terbobot.</span></span></div> <div style="text-align: justify;"> <span style="font-size: small;"> </span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="font-size: small;"><span><span style="font-family: Wingdings;">§</span></span><span style="color: black; font-family: Calibri;">Konsep dasar metode SAW adalah mencari penjumlahan terbobot dari rating kinerja pada setiap alternatif pada semua atribut (Fishburn, 1967)(MacCrimmon, 1968).</span></span></div> <div style="text-align: justify;"> <span style="font-size: small;"> </span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="font-size: small;"><span><span style="font-family: Wingdings;">§</span></span><span style="color: black; font-family: Calibri;">Metode SAW membutuhkan proses normalisasi matriks keputusan (X) </span><span style="color: black; font-family: Calibri;"><span> </span></span><span style="color: black; font-family: Calibri;">ke suatu skala yang dapat diperbandingkan dengan semua rating alternatif</span></span><span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><span> </span>yang ada.</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">berikut beberapa screenshot dari aplikasi:</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">1. Tampilan halaman awal index</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><img alt="" height="122" 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" width="320" /> </span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">2.tampilan halaman awal index - lanjutan </span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><img alt="" height="110" 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" width="320" /> </span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">3.tampilan perhitungan metode saw</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><img alt="" height="135" 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" width="320" /> </span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">4.tampilan perhitungan metode saw -lanjutan</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"><img alt="" height="88" 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width="320" /> </span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">demikian beberapa tampilan yang dapat saya bagikan, untuk aplikasinya dapat anda unduh <a href="https://www.4shared.com/rar/q-q1o2Jdca/saw.html" target="_blank">disini.</a> terima kasih.</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;"> NB : untuk password silahkan sms/wa 085725626073</span></span></div> <div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: justify; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;"> <span style="color: black; font-family: Calibri; font-size: 32.0pt; language: en-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-no-proof: yes; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><span style="font-size: small;">Wassalamu'alaikum warahmatullahi wabarakatuh </span></span></div>
