I. Pembangunan
Manusia Pembangunan
manusia didefinisikan sebagai proses
perluasan pilihan bagi penduduk (a process of enlarging the choices of people). Tujuan utama pembangunan adalah menciptakan lingkungan yang memungkinkan rakyat
untuk menikmati umur panjang, sehat,
dan menjalankan kehidupan yang produktif (United Nation Development
Programme – UNDP).
II. Indeks
Pembangunan Manusia (IPM)
Indeks Pembangunan Manusia (IPM) mengukur capaian
pembangunan manusia berbasis sejumlah komponen dasar kualitas hidup. Sebagai
ukuran kualitas hidup, IPM dibangun melalui pendekatan tiga dimensi dasar.
Dimensi tersebut mencakup umur panjang dan sehat; pengetahuan, dan kehidupan
yang layak. Ketiga dimensi tersebut memiliki pengertian sangat luas karena terkait
banyak faktor. Untuk mengukur dimensi kesehatan digunakan angka harapan hidup
waktu lahir. Selanjutnya untuk mengukur dimensi pengetahuan digunakan gabungan indikator
rata-rata lama sekolah dan harapan lama sekolah. Adapun untuk mengukur dimensi hidup
layak digunakan indikator kemampuan daya beli masyarakat terhadap sejumlah
kebutuhan pokok makanan dan bukan makanan, yang dilihat dari rata-rata besarnya
pengeluaran per kapita sebagai pendekatan pendapatan yang mewakili capaian
pembangunan untuk hidup layak.
III. Komponen
Indeks Pembangunan Manusia
1. Angka Harapan Hidup saat Lahir - Life Expectancy (e0)
Angka Angka Harapan Hidup (AHH) saat Lahir didefinisikan sebagai rata-rata perkiraan
banyak tahun yang dapat ditempuh oleh seseorang sejak lahir.
2. Rata-rata Lama Sekolah - Mean Years of Schooling (MYS)
Rata-rata Lama Sekolah (RLS) didefinisikan
sebagai jumlah tahun yang digunakan oleh penduduk dalam menjalani pendidikan
formal. Cakupan penduduk yang dihitung RLS adalah penduduk
berusia 25 tahun ke atas. RLS dihitung untuk usia 25 tahun ke atas dengan
asumsi pada umur 25 tahun proses
pendidikan sudah berakhir. Penghitungan RLS pada usia 25 tahun ke atas juga
mengikuti standard internasional yang digunakan oleh UNDP.
3. Harapan Lama Sekolah - Expected Years of Schooling (EYS)
Angka Harapan Lama Sekolah (HLS) didefinisikan sebagai
lamanya sekolah (dalam tahun) yang diharapkan akan dirasakan oleh anak pada
umur tertentu di masa mendatang. HLS dapat digunakan untuk mengetahui kondisi
pembangunan sistem pendidikan di berbagai jenjang.HLS
dihitung pada usia 7 tahun ke atas karena mengikuti kebijakan pemerintah
yaitu program wajib belajar. Untuk mengakomodi penduduk yang tidak tercakup dalam Susenas, HLS dikoreksi dengan siswa yang bersekolah di Pesantren. Sumber data Pesantren adalah dari Direktorat Pendidikan Islam.
4. Pengeluaran
per Kapita Disesuaikan - Purchasing
Power Parity (PPP)
Pengeluaran per kapita disesuaikan ditentukan dari nilai
pengeluaran per kapita dan paritas daya beli. Rata-rata pengeluaran per kapita
setahun diperoleh dari Susenas Modul, dihitung dari level provinsi hingga level
kab/kota. Rata-rata pengeluaran per kapita dibuat konstan/riil dengan tahun
dasar 2012=100.
Perhitungan paritas daya beli pada metode baru
menggunakan 96 komoditas
dimana 66 komoditas merupakan makanan dan sisanya merupakan komoditas non makanan. Metode penghitungannya menggunakan Metode Rao.
Penghitungan Paritas Daya BeliPada metode
lama, terdapat 27 komoditas yang digunakan dalam menghitung PPP. Pada metode
baru, terpilih 96 komoditas dalam penghitungan PPP, dengan pertimbangan Share 27
komoditas (metode lama) terus menurun dari 37,52 persen pada tahun 1996 menjadi
24,66 persen pada tahun 2012.
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)
Rumus penghitungan Purchasing Power Parity (PPP) :
![](data:image/png;base64,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)
Sumber : Measuring The Real Size of
The World Economy, The World Bank
66 Komoditi makanan ;
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)
30 Komoditi bukan makanan :
![](data:image/png;base64,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)