Biografi Ibnu Khaldun | Bapak Sosiologi Islam

<h3 class="post-title entry-title"><br /></h3><div class="post-body entry-content"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ3Hl3gu_5Jrj2LEixVNJrEt5B9PhO5qAjqJFXxxHq3s4exqsLbkyZkigwPQQ0DtIjAq_0n23XCar5RHkR5f8Xc-LnhCNC1LImJRzV-_VaECHZPkZI0mW-9Zzh34Jrxfn5yN21a_Fya58l/s1600/ibnu-khaldun-0k1.jpg" style="margin-left: auto; margin-right: auto;"><img alt="Foto Ibnu Khaldun - peletak dasar ilmu sosial dan politik Islam" border="0" id="BLOGGER_PHOTO_ID_5407645434495027810" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ3Hl3gu_5Jrj2LEixVNJrEt5B9PhO5qAjqJFXxxHq3s4exqsLbkyZkigwPQQ0DtIjAq_0n23XCar5RHkR5f8Xc-LnhCNC1LImJRzV-_VaECHZPkZI0mW-9Zzh34Jrxfn5yN21a_Fya58l/s320/ibnu-khaldun-0k1.jpg" style="float: left; height: 194px; margin-bottom: 10px; margin-left: 0pt; margin-right: 10px; margin-top: 0pt; width: 222px;" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Ibnu Khaldun</td></tr></tbody></table>Ibnu Khaldun dikenal sebagai sejarawan dan bapak sosiologi Islam yang hafal Alquran sejak usia dini. Nama lengkapnya adalah Waliuddin Abdurrahman bin Muhammad bin Muhammad bin Abi Bakar Muhammad bin al-Hasan yang kemudian masyhur dengan sebutan Ibnu Khaldun. lahir di Tunisia pada 1 Ramadan 732 H./27 Mei 1332 M. Sebagai ahli politik Islam, ia pun dikenal sebagai bapak Ekonomi Islam, karena pemikiran-pemikirannya tentang teori ekonomi yang logis dan realistis jauh telah dikemukakannya sebelum Adam Smith (1723-1790) dan David Ricardo (1772-1823) mengemukakan teori-teori ekonominya. Bahkan ketika memasuki usia remaja, tulisan-tulisannya sudah menyebar ke mana-mana.<br /><div class="fullpost"><br />Ia pun pernah menduduki jabatan penting di Fes,Granada, dan Afrika Utara serta pernah menjadi guru besar di <b>Universitas al-Azhar</b>, Kairo yang dibangun oleh dinasti Fathimiyyah. Dari sinilah ia melahirkan karya-karya yang monumental hingga saat ini. Nama dan karyanya harum dan dikenal di berbagai penjuru dunia. Panjang sekali jika kita berbicara tentang biografi Ibnu Khaldun, namun ada tiga periode yang bisa kita ingat kembali dalam perjalan hidup beliau. Periode pertama, masa dimana Ibnu Khaldun menuntut berbagai bidang ilmu pengetahuan. Yakni, ia belajar Alquran, tafsir, hadis, usul fikih, tauhid, fikih madzhab Maliki, ilmu nahwu dan sharaf, ilmu balaghah, fisika dan matematika.<br /><br />Dalam semua bidang studinya mendapatkan nilai yang sangat memuaskan dari para gurunya. Namun studinya terhenti karena penyakit pes telah melanda selatan Afrika pada tahun 749 H. yang merenggut ribuan nyawa. Ayahnya dan sebagian besar gurunya meninggal dunia. Ia pun berhijrah ke Maroko selanjutnya ke Mesir; Periode kedua, ia terjun dalam dunia politik dan sempat menjabat berbagai posisi penting kenegaraan seperti qadhi al-qudhat (Hakim Tertinggi). Namun, akibat fitnah dari lawan-lawan politiknya, Ibnu Khaldun sempat juga dijebloskan ke dalam penjara.<br /><br />Setelah  keluar dari penjara, dimulailah periode ketiga kehidupan Ibnu Khaldun, yaitu berkonsentrasi pada bidang penelitian dan penulisan, ia pun melengkapi dan merevisi catatan-catatannya yang telah lama dibuatnya. Seperti kitab al-�ibar (tujuh jilid) yang telah ia revisi dan ditambahnya bab-bab baru di dalamnya, nama kitab ini pun menjadi Kitab al-�Ibar wa Diwanul Mubtada� awil Khabar fi Ayyamil �Arab wal �Ajam wal Barbar wa Man �Asharahum min Dzawis Sulthan al-Akbar.<br /><br />Kitab al-i�bar ini pernah diterjemahkan dan diterbitkan oleh De Slane pada tahun 1863, dengan judul Les Prolegomenes d�Ibn Khaldoun. Namun pengaruhnya baru terlihat setelah 27 tahun kemudian. Tepatnya pada tahun 1890, yakni saat pendapat-pendapat Ibnu Khaldun dikaji dan diadaptasi oleh sosiolog-sosiolog German dan<br />Austria yang memberikan pencerahan bagi para sosiolog modern.<br /><br />Karya-karya lain Ibnu Khaldun yang bernilai sangat tinggi diantaranya, at-Ta�riif bi Ibn Khaldun (sebuah kitab autobiografi, catatan dari kitab sejarahnya); Muqaddimah (pendahuluan atas kitabu al-�ibar yang bercorak sosiologis-historis, dan filosofis); Lubab al-Muhassal fi Ushul ad-Diin (sebuah kitab tentang permasalahan dan pendapat-pendapat teologi, yang merupakan ringkasan dari kitab Muhassal Afkaar al-Mutaqaddimiin wa al-Muta�akh-khiriin karya Imam Fakhruddin ar-Razi).<br /><br />DR. Bryan S. Turner, guru besar sosiologi di Universitas of<br />Aberdeen, Scotland dalam artikelnya �The Islamic Review & Arabic Affairs� di tahun 1970-an mengomentari tentang karya-karya Ibnu Khaldun. Ia menyatakan, �Tulisan-tulisan sosial dan sejarah dari Ibnu Khaldun hanya satu-satunya dari tradisi intelektual yang diterima dan diakui di dunia Barat, terutama ahli-ahli sosiologi dalam bahasa Inggris (yang menulis karya-karyanya dalam bahasa Inggris).� Salah satu tulisan yang sangat menonjol dan populer adalah muqaddimah (pendahuluan) yang merupakan buku terpenting tentang ilmu sosial dan masih terus dikaji hingga saat ini.<br /><br />Bahkan buku ini telah diterjemahkan dalam berbagai bahasa. Di sini Ibnu Khaldun menganalisis apa yang disebut dengan �gejala-gejala sosial� dengan metoda-metodanya yang masuk akal yang dapat kita lihat bahwa ia menguasai dan memahami akan gejala-gejala sosial tersebut. Pada bab ke dua dan ke tiga, ia berbicara tentang gejala-gejala yang membedakan antara masyarakat primitif dengan masyarakat moderen dan bagaimana sistem pemerintahan dan urusan politik di masyarakat.<br /><br />Bab ke dua dan ke empat berbicara tentang gejala-gejala yang berkaitan dengan cara berkumpulnya manusia serta menerangkan pengaruh faktor-faktor dan lingkungan geografis terhadap gejala-gejala ini. Bab ke empat dan ke<br />lima, menerangkan tentang ekonomi dalam individu, bermasyarakat maupun negara. Sedangkan bab ke enam berbicara tentang paedagogik, ilmu dan pengetahuan serta alat-alatnya. Sungguh mengagumkan sekali sebuah karya di abad ke-14 dengan lengkap menerangkan hal ihwal sosiologi, sejarah, ekonomi, ilmu dan pengetahuan. Ia telah menjelaskan terbentuk dan lenyapnya negara-negara dengan teori sejarah.<br /><br />Ibnu Khaldun sangat meyakini sekali, bahwa pada dasarnya negera-negara berdiri bergantung pada generasi pertama (pendiri negara) yang memiliki tekad dan kekuatan untuk mendirikan negara. Lalu, disusul oleh generasi ke dua yang menikmati kestabilan dan kemakmuran yang ditinggalkan generasi pertama. Kemudian, akan datang generasi ke tiga yang tumbuh menuju ketenangan, kesenangan, dan terbujuk oleh materi sehingga sedikit demi sedikit bangunan-bangunan spiritual melemah dan negara itu pun hancur, baik akibat kelemahan internal maupun karena serangan musuh-musuh yang kuat dari luar yang selalu mengawasi kelemahannya.<br /><br />ADA beberapa catatan penting dari sini yang dapat kita ambil bahan pelajaran. Bahwa Ibnu Khaldun menjunjung tinggi ilmu pengetahuan dan tidak meremehkan akan sebuah sejarah. Ia adalah seorang peneliti yang tak kenal lelah dengan dasar ilmu dan pengetahuan yang luas. Ia selalu memperhatikan akan komunitas-komunitas masyarakat. Selain seorang pejabat penting, ia pun seorang penulis yang produktif. Ia menghargai akan tulisan-tulisannya yang telah ia buat. Bahkan ketidaksempurnaan dalam tulisannya ia lengkapi dan perbaharui dengan memerlukan waktu dan kesabaran. Sehingga karyanya benar-benar berkualitas, yang di adaptasi oleh situasi dan kondisi.<br /><br />Karena pemikiran-pemikirannya yang briliyan Ibnu Khaldun dipandang sebagai peletak dasar ilmu-ilmu sosial dan politik Islam. Dasar pendidikan Alquran yang diterapkan oleh ayahnya menjadikan Ibnu Khaldun mengerti tentang Islam, dan giat mencari ilmu selain ilmu-ilmu keislaman. Sebagai Muslim dan hafidz Alquran, ia menjunjung tinggi akan kehebatan Alquran. Sebagaimana dikatakan olehnya, �Ketahuilah bahwa pendidikan Alquran termasuk syiar agama yang diterima oleh umat Islam di seluruh dunia Islam. Oleh kerena itu pendidikan Alquran dapat meresap ke dalam hati dan memperkuat iman. Dan pengajaran Alquran pun patut diutamakan sebelum mengembangkan ilmu-ilmu yang lain.�<br /><br />Jadi, nilai-nilai spiritual sangat di utamakan sekali dalam kajiannya, disamping mengkaji ilmu-ilmu lainnya. Kehancuran suatu negara, masyarakat, atau pun secara individu dapat disebabkan oleh lemahnya nilai-nilai spritual. Pendidikan agama sangatlah penting sekali sebagai dasar untuk menjadikan insan yang beriman dan bertakwa untuk kemaslahatan umat. Itulah kunci keberhasilan<br />Ibnu Khaldun, ia wafat di Kairo Mesir pada saat bulan suci Ramadan tepatnya pada tanggal 25 Ramadan 808 H./19 Maret 1406 M.. .<br /><br />Referensi :<br /><br />- http://jacksite.wordpress.com/2007/04/17/biografi-ibnu-khaldun/<br />- http://kolom-biografi.blogspot.com/2009/11/biografi-ibnu-khaldun-peletak-dasar.html</div></div>

Biografi Ibnu Khaldun | Bapak Sosiologi Islam

Ibnu Khaldun Ibnu Khaldun dikenal sebagai sejarawan dan bapak sosiologi Islam yang hafal Alquran sejak usia dini. Nama lengkapnya adalah Wa...

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Biografi John Locke

<div class="post-body entry-content"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZGAxzVRQGQv22WJLNjzp3F_8q5U5ZJ8Iue02O1BlXqkYYjQ27RjTbPmZqxardafiQefqoVBp11I3e6Mf97JTKkcckTfG1PND8hOlJFasqlsIVpe_F_v4vCyhY2BsMTvwgi_gXneZuUyy2/s1600-h/john-locke.jpg" style="margin-left: auto; margin-right: auto;"><img alt="Foto Ilmuan John Locke | Biografi Tokoh Dunia" border="0" id="BLOGGER_PHOTO_ID_5312950317305176802" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZGAxzVRQGQv22WJLNjzp3F_8q5U5ZJ8Iue02O1BlXqkYYjQ27RjTbPmZqxardafiQefqoVBp11I3e6Mf97JTKkcckTfG1PND8hOlJFasqlsIVpe_F_v4vCyhY2BsMTvwgi_gXneZuUyy2/s320/john-locke.jpg" style="float: left; height: 198px; margin-bottom: 10px; margin-left: 0pt; margin-right: 10px; margin-top: 0pt; width: 195px;" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">John Locke</td></tr></tbody></table><style>.fullpost { display: inline; } </style> Locke dilahirkan tahun 1632 di Wrington, Inggris. Dia memperoleh pendidikan di Universitas Oxford, peroleh gelar sarjana muda tahun 1656 dan gelar sarjana penuh tahun 1658. Selaku remaja dia tertarik sangat pada ilmu pengetahuan dan di umur tiga puluh enam tahun dia terpilih jadi anggota "Royal Society." Dia menjadi sahabat kental ahli kimia terkenal Robert Boyle dan kemudian hampir sepanjang hidupnya jadi teman dekat Isaac Newton. Kepada bidang kedokteran pun dia tertarik dan meraih gelar sarjana muda di bidang itu meskipun cuma sekali-sekali saja berpraktek.<br /><div class="fullpost"><br /><br />Titik balik dalam kehidupan Locke adalah perkenalannya dengan Pangeran Shaftesbury. Dia jadi sekretarisnya dan menjadi dokter keluarga. Shaftesbury seorang jurubicara penting bagi pikiran liberal sehingga walau sebentar pernah dia dipenjara oleh Raja Charles II akibat kegiatan politiknya. Tahun 1682 Shaftesbury lari ke Negeri Belanda dan mati disana tahun berikutnya. Locke, berkat hubungannya yang begitu akrab dengan mendiang, senantiasa diawasi dan dibayang-bayangi, karena itu memaksanya juga lari ke Negeri Belanda tahun 1683. Dia menetap di negeri itu sampai pengganti Raja Charles, Raja James II digulingkan oleh sebuah revolusi yang berhasil. Locke pulang ke kampungnya tahun 1689 dan seterusnya menetap di Inggris. Tak pernah sekali pun kawin, dan mati di tahun 1704.<br /><br />Buku pertama yang membuat Locke masyhur adalah An Essay Concerning Human Understanding (Esai tentang saling pengertian manusia), terbit tahun 1690. Di situ dipersoalkan asal-usul, hakikat, dan keterbatasan pengetahuan manusia. Ide-ide Locke pada gilirannya mempengaruhi filosof-filosof seperti Pendeta George Berkeley, David Hume dan Immanuel Kant. Kendati esai itu hasil karya Locke yang paling orisinal dan merupakan salah satu dari filosofi klasik yang masyhur, pengaruhnya tidaklah sebesar tulisan-tulisan ihwal masalah politiknya.<br /><br />Dalam buku A Letter Concerning Toleration (Masalah yang berkaitan dengan toleransi) yang terbit tahun 1689, Locke menekankan bahwa negara jangan ikut campur terlampau banyak dalam hal kebebasan menjalankan ibadah menurut kepercayaan agama masing-masing. Locke bukanlah orang Inggris pertama yang mengusulkan adanya toleransi agama dari semua sekte Protestan. Tetapi argumennya yang kuat yang dilontarkannya, yang berpihak kepada perlunya ada toleransi merupakan faktor dukungan penduduk terhadap sikap pandangannya. Lebih dari itu, Locke mengembangkan prinsip toleransinya kepada golongan non-Kristen: "... baik penganut kepercayaan primitif, atau Islam maupun Yahudi tidak boleh dikurangi hak-hak sipilnya dalam negara semata-mata atas pertimbangan agama." Tetapi, Locke percaya bahwa toleransi ini tidak berlaku bagi golongan Katolik karena Locke yakin mereka tergantung pada bantuan kekuatan luar, dan juga tak ada toleransi bagi kaum atheis. Dengan ukuran jaman kini dia boleh dibilang teramat berlapang dada, tetapi beralasan memandangnya dari hubungan dengan ide-ide pada jamannya. Fakta mencatat, alasan-alasan yang dikemukakannya demi terciptanya toleransi agama lebih meyakinkan pembacanya dari pengecualianpengecualian yang dibuatnya. Kini, berkat adanya tulisan-tulisan Locke, toleransi agama sudah meluas bahkan pada golongan-golongan yang tadinya dikucilkan.<br /><br /><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyPwfJS6EjUSQ6hOK5dIhqraVR7QaN_qCZ9shnOXBPmYJe9ebQdMnKnEiSh_k34PveEN7fqyXCFvr-yd9Yg2q_YF2y_TqBow2HHWpGmZSiuMZ9iPTahAtVOSfb2j2xwMJE3I2wjDkQb0BE/s1600-h/locke.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5312950637522734178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyPwfJS6EjUSQ6hOK5dIhqraVR7QaN_qCZ9shnOXBPmYJe9ebQdMnKnEiSh_k34PveEN7fqyXCFvr-yd9Yg2q_YF2y_TqBow2HHWpGmZSiuMZ9iPTahAtVOSfb2j2xwMJE3I2wjDkQb0BE/s320/locke.jpg" style="cursor: pointer; display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 184px;" /></a></div><br />Arti penting Locke lainnya adalah bukunya Two Treatises of Government (Dua persepakatan dengan pemerintah) terbit tahun 1689 yang isinya merupakan penyuguhan ide dasar yang menekankan arti penting konstitusi demokrasi liberal. Buku itu berpengaruh terhadap pikiran politik seluruh dunia yang berbahasa Inggris. Locke yakin seyakin-yakinnya bahwa tiap manusia memiliki hak alamiah, dan ini bukan sekedar menyangkut hal hidup, tetapi juga kebebasan pribadi dan hak atas pemilikan sesuatu. Tugas utama pemerintah adalah melindungi penduduk dan hak milik warga negara. Pandangan ini acap kali disebut "teori jaga malam oleh pemerintah."<br /><br />Menolak anggapan hak suci raja, Locke menekankan bahwa pemerintah baru dapat menjalankan kekuasaannya atas persetujuan yang diperintah. "Kemerdekaan pribadi dalam masyarakat berada di bawah kekuasaan legislatif yang disepakati dalam suatu negara." Dengan tegas Locke menekankan sesuatu yang disebutnya "kontrak sosial." Pikiran ini sebagian berasal dari tulisan-tulisan filosof Inggris terdahulu, Thomas Hobbes (1588-1679). Tetapi, jika Hobbes menggunakan "kontrak sosial" ini untuk memperkokoh absolutisme, Locke melihat "kontrak sosial" itu dapat diganti:<br /><br />" ... bilamana legislator mencoba merampas dan menghancurkan hak milik penduduk, atau menguranginya dan mengarah kepada perbudakan di bawah kekuasaan, mereka berada dalam keadaan perang dengan penduduk, dan karenanya penduduk terbebas dari kesalahan apabila membangkang dan biarlah mereka berlindung pada naungan Tuhan yang memang menyediakan penjagaan buat semua manusia dari kekerasan dan kemajuan."<br /><br />Juga, masih menjadi kekuatan rakyat untuk menjungkirkan dan mengganti badan perwakilannya begitu melihat wakil-wakil mereka berbuat bertentangan dengan kepercayaaii yang diletakkan di pundak mereka "sikap gigih Locke mempertahankan hak melakukan revolusi amat kuatnya mempengaruhi Thomas Jefferson dan kaum revolusioner Amerika lainnya.<br /><br />Locke berpegang teguh pada perlu adanya pemisahan kekuasaan. Dia menganggap kekuasaan legislatif harus lebih unggul ketimbang eksekutif dan kekuasaan yudikatif yang dianggapnya merupakan cabang dari eksekutif. Selaku orang yang percaya terhadap keunggulan kekuasaan legislatif. Locke hampir senantiasa menentang hak pengadilan yang memutuskan bahwa tindakan legislatif itu tidak konstitusional.<br /><br />Meski Locke bersiteguh atas prinsip kekuasaan mayoritas, tetapi dijelaskannya bahwa suatu pemerintahan tidaklah memiliki kekuasaan tanpa batas. Mayoritas harus tidak merusak hakikat hak-hak manusia. Suatu pemerintahan hanya dapat dibenarkan merampas hak milik atas perkenan yang diperintah. (Di Amerika, gagasan ini dinyatakan dalam slogan, "Tidak ada pajak tanpa adanya perwakilan.")<br /><br />Jelas sekali, pandangan-pandangan Locke menggambarkan gagasan pihak penggerak revolusi Amerika seabad sebelum kejadian itu berlangsung. Pengaruhnya atas Thomas Jefferson amatlah mengesankan. Pikiran Locke merasuk ke benua Eropa, khususnya Perancis, merupakan fakta tak langsung yang mendorong revolusi Perancis dan Deklarasi Hak-hak Asasi Manusia. Meskipun tokoh-tokoh seperti Voltaire dan Thomas Jefferson lebih terkenal daripada Locke, tulisan-tulisannya mendahului mereka dan punya pengaruh kuat terhadap mereka. Karena itu layaklah apabila kedudukan Locke pun disebut lebih dahulu dalam daftar urutan buku ini.<br /><br />Refferensi:<br /><br />* http://www.iep.utm.edu/l/locke.htm<br />* http://oregonstate.edu/instruct/phl302/philosophers/locke.html<br />* http://plato.stanford.edu/entries/locke/<br />* http://cepa.newschool.edu/het/profiles/locke.htm<br />* http://www.rjgeib.com/thoughts/constitution/locke-bio.html<br />* http://www.fordham.edu/halsall/mod/1692locke-education.html<br />* http://www.acton.org/publicat/randl/liberal.php?id=361<br />* http://media.isnet.org/iptek/100/Locke.html</div></div>

Biografi John Locke

John Locke Locke dilahirkan tahun 1632 di Wrington, Inggris. Dia memperoleh pendidikan di Universitas Oxford, peroleh gelar sarjana muda ...

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Biografi August Comte | Bapak Sosiologi

<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><img alt="Auguste Comte | Bapak Sosiologi" height="200" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/b3/Auguste_Comte.jpg/225px-Auguste_Comte.jpg" style="margin-left: auto; margin-right: auto;" width="138" /></td></tr><tr><td class="tr-caption" style="text-align: center;">August Comte | Bapak Sosiologi</td></tr></tbody></table><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;"><b></b></span><br /><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;"><b><br /></b></span><br /><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;"><b>August Comte</b> atau juga <b>Auguste Comte</b> (Nama panjang: <b>Isidore Marie Auguste Fran�ois Xavier Comte</b>; lahir di Montpellier, Perancis, 17 Januari 1798 � meninggal di Paris, Perancis, 5 September 1857 pada umur 59 tahun) adalah seorang ilmuwan Perancis yang dijuluki sebagai "bapak sosiologi". Dia dikenal sebagai orang pertama yang mengaplikasikan metode ilmiah dalam ilmu sosial.</span><br /><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;"><br /></span><br /><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;"><span class="Apple-style-span" style="font-size: 13px;"></span></span><br /><h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; color: black; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;"><span class="mw-headline" id="Kehidupan">Kehidupan</span></h2><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Comte lahir di <span class="Apple-style-span" style="color: black;">Montpellier, sebuah kota kecil di bagian barat daya dari negara Perancis. Setelah bersekolah disana, ia melanjutkan pendidikannya di <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Politeknik</span> <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">�cole</span> di <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Paris</span>. Politeknik �cole saat itu terkenal dengan kesetiaannya kepada idealis republikanisme dan filosofi proses. Pada tahun <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1818</span>, politeknik tersebut ditutup untuk <i>re-organisasi</i>. Comte pun meninggalkan �cole dan melanjutkan pendidikannya di sekolah k</span>edokteran di Montpellier.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Tak lama kemudian, ia melihat sebuah perbedaan yang mencolok antara agama <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Katolik</span>yang ia anut dengan pemikiran keluarga <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">monarki</span> yang berkuasa sehingga ia terpaksa meninggalkan <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Paris</span>. Kemudian pada bulan <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Agustus</span> <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1817</span> dia menjadi murid sekaligus sekertaris dari <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Claude Henri de Rouvroy, Comte de Saint-Simon</span>, yang kemudian membawa Comte masuk ke dalam lingkungan intelek. Pada tahun <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1824</span>, Comte meninggalkan Saint-Simon karena lagi-lagi ia merasa ada ketidakcocokan dalam hubungannya.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Saat itu, Comte mengetahui apa yang ia harus lakukan selanjutnya: meneliti tentang filosofi <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">positivisme</span>. Rencananya ini kemudian dipublikasikan dengan nama <i>Plan de travaux scientifiques n�cessaires pour r�organiser la soci�t�</i> (<span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1822</span>) (Indonesia: <i>Rencana studi ilmiah untuk pengaturan kembali </i><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">masyarakat</span>). Tetapi ia gagal mendapatkan posisi akademis sehingga menghambat penelitiannya. Kehidupan dan penelitiannya kemudian mulai bergantung pada sponsor dan bantuan finansial dari beberapa temannya.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Ia kemudian menikahi seorang <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">wanita</span> bernama <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Caroline Massin</span>. Comte dikenal arogan, kejam dan mudah marah sehingga pada tahun <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1826</span>dia dibawa ke sebuah <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">rumah sakit jiwa</span>, tetapi ia kabur sebelum sembuh. Kemudian setelah kondisinya distabilkan oleh Massin, ia mengerjakan kembali apa yang dulu direncanakannya. Namun sayangnya, ia bercerai dengan Massin pada tahun <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1842</span> karena alasan yang belum diketahui. Saat-saat diantara pengerjaan kembali rencananya sampai pada perceraiannya, ia mempublikasikan bukunya yang berjudul <i><b><span class="Apple-style-span" style="color: #ba0000;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Le Cours de Philosophie Positivistic</span></span></b></i>.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Pada tahun <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1844</span>, Comte menjalin kasih dengan <span class="Apple-style-span" style="color: #ba0000;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Clotilde de Vaux</span></span>, dalam hubungan yang tetap <span class="Apple-style-span" style="color: #ba0000;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">platonis</span></span>. Setelah Clotilde wafat, kisah cinta ini menjadi <span class="Apple-style-span" style="color: #ba0000;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">quasi-religius</span></span>. Tak lama setelahnya, Comte, yang merasa dirinya adalah seorang penemu sekaligus seorang <span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">nabi</span> dari "agama kemanusiaan" (<i>religion of humanity</i>), menerbitkan bukunya yang berjudul <i>Syst�me de politique positive</i> (<span class="Apple-style-span" style="color: #0645ad;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1851</span></span> - <span class="Apple-style-span" style="color: #0645ad;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1854</span></span>).</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Dia wafat di <span class="Apple-style-span" style="color: #0645ad;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">Paris</span></span> pada tanggal 5 September <span class="Apple-style-span" style="color: #0645ad;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">1857</span></span> dan dimakamkan di Cimeti�re du <span class="Apple-style-span" style="color: #ba0000;"><span class="Apple-style-span" style="background-attachment: initial; background-clip: initial; background-color: initial; background-origin: initial;">P�re Lachaise</span></span>.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;"><span class="Apple-style-span" style="font-size: 13px; line-height: 19px;"></span></div><h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; color: black; font-size: 19px; font-weight: normal; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;"><span class="mw-headline" id="Peninggalan">Peninggalan</span></h2><br /><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;"><span class="Apple-style-span" style="font-size: 13px; line-height: 19px;"></span></div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Comte melihat satu hukum universal dalam semua ilmu pengetahuan yang kemudian ia sebut sebagai 'hukum tiga fase'. Melalui hukumnya ia mulai dikenal di seluruh wilayah berbahasa Inggris (<i>English-speaking world</i>); menurutnya, masyarakat berkembang melalui tiga fase: Teologi, Metafisika, dan tahap positif (atau sering juga disebut "tahap ilmiah").</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Fase Teologi dilihat dari prespektif abad ke-19 sebagai permulaan abad pencerahan, dimana kedudukan seorang manusia dalam masyarakat dan pembatasan norma dan nilai manusia didapatkan didasari pada perintah Tuhan. Meskipun memiliki sebutan yang sama, fase Metafisika Comte sangat berbeda dengan teori Metafisika yang dikemukakan oleh Aristoteles atau ilmuwan Yunani kuno lainnya; pemikiran Comte berakar pada permasalahan masyarakat Perancis pasca-revolusi PerancisRevolusi. Fase Metafisika ini merupakan justifikasi dari "hak universal" sebagai hal yang pada [atas] suatu wahana [yang] lebih tinggi dibanding otoritas tentang segala [penguasa/penggaris] manusia untuk membatalkan perintah lalu, walaupun berkata [hak/ kebenaran] tidaklah disesuaikan kepada yang suci di luar semata-mata kiasan. Apa yang ia mengumumkan dengan istilah nya Tahap yang ilmiah, Yang menjadi nyata setelah kegagalan revolusi dan [tentang] Napoleon, orang-orang bisa temukan solusi ke permasalahan sosial dan membawa [mereka/nya] ke dalam kekuatan di samping proklamasi hak azasi manusia <i>atau nubuatan</i> kehendak Tuhan<i>. Mengenai ini ia adalah serupa untuk Karl Marx Dan Jeremy Bentham. Karena waktu nya, ini gagasan untuk suatu Tahap ilmiah telah dipertimbangkan terbaru, walaupun dari suatu sudut pandang kemudiannya [itu] adalah [yang] terlalu derivative untuk <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ilmu_fisika_klasik&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ilmu fisika klasik (halaman belum tersedia)">ilmu fisika klasik</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Sejarah_akademis&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Sejarah akademis (halaman belum tersedia)">sejarah akademis</a>.</i></div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Hukum universal lain [yang] ia [memanggil/hubungi] ' hukum yang seperti ensiklopedi'. Dengan kombinasi hukum ini, Comte mengembang;kan suatu penggolongan [yang] hirarkis dan sistematis dari semua ilmu pengetahuan, termasuk ilmu fisika tidak tersusun teratur ( <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ilmu_perbintangan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ilmu perbintangan (halaman belum tersedia)">ilmu perbintangan</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ilmu_pengetahuan_bumi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ilmu pengetahuan bumi (halaman belum tersedia)">ilmu pengetahuan bumi</a> dan ilmu kimia) dan ilmu fisika organik ( biologi dan untuk pertama kali, <i>bentuk badan sociale</i>, dinamai kembali kemudiannya <i>sociologie</i>).</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Ini gagasan untuk suatu science�not khusus ras manusia, [yang] bukan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Metaphysics&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Metaphysics (halaman belum tersedia)">metaphysics</a>�for sosial adalah terkemuka abad yang 19th dan tidak unik ke Comte. Ambitious�Many akan kata[kan grandiose�way yang Comte membayangkan tentangnya, bagaimanapun, <i>adalah</i>unik.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Comte lihat ilmu pengetahuan baru ini, sosiologi, [seperti;sebagai;ketika] [yang] terbesar dan yang ter]akhir dari semua ilmu pengetahuan, apa yang itu akan meliputi semua lain ilmu pengetahuan, dan yang akan mengintegrasikan dan menghubungkan penemuan mereka ke dalam suatu [yang] utuh kompak.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Comte�S penjelasan Filosofi yang positif memperkenalkan hubungan yang penting antar[a] teori, praktek dan pemahaman manusia dunia. Pada [atas] halaman 27 yang 1855 [yang] mencetak <a class="new" href="http://id.wikipedia.org/w/index.php?title=Harriet_Martineau&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Harriet Martineau (halaman belum tersedia)">Harriet Martineau</a>�S terjemahan <i>Filosofi Auguste [yang] Yang positif Comte,</i> kita lihat pengamatan nya bahwa, � Jika adalah benar bahwa tiap-tiap teori harus didasarkan diamati fakta, [itu] dengan sama benar yang fakta tidak bisa diamati tanpa bimbingan beberapa teori. Tanpa . seperti (itu) bimbingan, fakta [kita/kami] akan bersifat tanpa buah dan tak teratur; kita tidak bisa mempertahankan [mereka/nya]: sebagian terbesar kita tidak bisa genap merasa [mereka/nya]. <i>( Comte, A. ( 1974 cetak ulang).</i>Filosofi yang positif Auguste Comte [yang] dengan [cuma-cuma/bebas] yang diterjemahkan dan yang dipadatkan oleh Harriet Martineau. <i>New York, NY: ADALAH Tekanan. ( Pekerjaan asli menerbitkan 1855, New York, NY: Calvin Blanchard, p. 27.)</i></div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Ia coined kata[an] "<a class="new" href="http://id.wikipedia.org/w/index.php?title=Azas_mengutamakan_orang_lain_(_ethics)&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Azas mengutamakan orang lain ( ethics) (halaman belum tersedia)">altruism</a>" untuk mengacu pada apa yang ia percaya untuk menjadi kewajiban moral individu untuk melayani (orang) yang lain dan menempatkan minat mereka di atas diri sendiri. Ia menentang;kan [itu] gagasan untuk [hak/ kebenaran] individu, pemeliharaan yang mereka tidaklah konsisten dengan etis diharapkan ini ( <i>Ini (</i> Catechisme Positiviste<i>).</i></div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">[Seperti] yang telah menyebutkan, Comte merumuskan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Hukum_tiga_langkah-langkah&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Hukum tiga langkah-langkah (halaman belum tersedia)">hukum tiga langkah-langkah</a>, salah satu [dari] teori yang pertama <a class="new" href="http://id.wikipedia.org/w/index.php?title=Evolutionism_yang_sosial&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Evolutionism yang sosial (halaman belum tersedia)">evolutionism yang sosial</a>: pengembangan manusia itu ( <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kemajuan_sosial&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Kemajuan sosial (halaman belum tersedia)">kemajuan sosial</a>) maju dari theological langkah, di mana alam[i] secara dongengan dipahami/dikandung dan orang [laki-laki] mencari penjelasan [dari;ttg] gejala alami dari mahluk hal-hal yang gaib, melalui/sampai <a class="new" href="http://id.wikipedia.org/w/index.php?title=Metaphysics&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Metaphysics (halaman belum tersedia)">metaphysical langkah</a> di mana alam[i] telah membayangkan sebagai hasil mengaburkan kekuatan dan orang [laki-laki] mencari penjelasan [dari;ttg] gejala alami dari [mereka/nya] sampai yang akhir [itu] <a class="new" href="http://id.wikipedia.org/w/index.php?title=Positivism&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Positivism (halaman belum tersedia)">Positive</a> Langkah di mana semua abstrak dan mengaburkan kekuatan dibuang, dan gejala alami diterangkan oleh hubungan tetap mereka. Kemajuan ini dipaksa melalui/sampai pengembangan pikiran manusia, dan meningkat(kan) aplikasi pikiran, pemikiran dan logika kepada pemahaman dunia.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Di (dalam) Seumur hidup Comte's, pekerjaan nya kadang-kadang dipandang secara skeptis sebab ia telah mengangkat <a class="new" href="http://id.wikipedia.org/w/index.php?title=Paham_positifisme&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Paham positifisme (halaman belum tersedia)">Paham positifisme</a>untuk a agama dan yang telah nama [sen]dirinya Sri Paus Paham positifisme. Ia coined istilah " sosiologi" untuk menandakan ilmu pengetahuan masyarakat yang baru]]. Ia mempunyai lebih awal menggunakan ungkapan [itu], " ilmu fisika sosial," untuk mengacu pada ilmu pengetahuan masyarakat yang positif; tetapi sebab (orang) yang lain, [yang] khususnya Orang statistik Belgia <a class="new" href="http://id.wikipedia.org/w/index.php?title=Adolphe_Quetelet&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Adolphe Quetelet (halaman belum tersedia)">Adolphe Quetelet</a>, dimulai yang telah untuk menggunakan itu memasukkan [adalah] suatu maksud/arti berbeda, Comte merasa[kan kebutuhan [itu] untuk menemukan [itu] <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pembentukan_kata_baru&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Pembentukan kata baru (halaman belum tersedia)">pembentukan kata baru</a>, " sosiologi," a <a class="new" href="http://id.wikipedia.org/w/index.php?title=Bastar_word&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Bastar word (halaman belum tersedia)">hybrid</a> tentang Latin " <i>socius</i>" (" teman") dan Yunani"?????" ( <i>Logo</i>, " Kata[An]").</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Comte biasanya dihormati [ketika;seperti] lebih dulu Sarjana sosiologi barat ( Ibn Khaldun setelah didahului dia di (dalam) Timur dengan hampir empat berabad-abad). Penekanan Comte's pada [atas] saling behubungan [dari;ttg] unsur-unsur sosial adalah suatu pertanda [dari;ttg] modern <a class="new" href="http://id.wikipedia.org/w/index.php?title=Functionalism_(_sociology)&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Functionalism ( sociology) (halaman belum tersedia)">functionalism</a>. Meskipun demikian, [seperti/ketika] dengan (orang) yang lain banyak orang [dari;ttg] Waktu Comte's, unsur-unsur [yang] tertentu [dari;ttg] pekerjaan nya kini dipandang sebagai tak ilmiah dan eksentrik, dan visi agung sosiologi nya [sebagai/ketika] benda hiasan di tengah meja dari semua ilmu pengetahuan belum mengakar.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Penekanan nya pada [atas] suatu kwantitatif, mathematical basis untuk pengambilan keputusan tinggal dengan [kita/kami] hari ini. [Ini] merupakan suatu pondasi bagi dugaan Paham positifisme yang modern, analisa statistik kwantitatif modern, dan pengambilan keputusan bisnis. Uraian nya hubungan siklis yang berlanjut antar[a] teori dan praktek dilihat di sistem bisnis modern Total Manajemen Berkwalitas dan Peningkatan Mutu Berlanjut [di mana/jika] advokat menguraikan suatu siklus teori [yang] berlanjut dan praktek melalui/sampai four-part siklus rencana,, cek, dan bertindak. Di samping pembelaan analisis kuantitatif nya, Comte lihat suatu batas dalam kemampuan nya untuk membantu menjelaskan gejala sosial.</div>

Biografi August Comte | Bapak Sosiologi

August Comte | Bapak Sosiologi August Comte  atau juga  Auguste Comte  (Nama panjang:  Isidore Marie Auguste Fran�ois Xavier Comte ; lahir d...

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" style="margin-left: auto; margin-right: auto;" width="165" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Carolus Linnaeus</td></tr></tbody></table><b> </b><br /><b>Carolus Linnaeus</b> atau <b>Carl (von) Linn�</b> (lahir di �lmhult, 23 Mei 1707 � meninggal di Uppsala, 10 Januari 1778 pada umur 70 tahun) adalah seorang ilmuwan Swedia yang meletakkan dasar tatanama biologi. Ia dikenal sebagai "bapak taksonomi modern" dan juga merupakan salah satu bapak ekologi modern.<br />Linnaeus ialah ahli botani yang paling dihormati pada masanya, dan ia juga terkenal dengan kemampuan bahasanya. Selain menjadi ahli botani, Linnaeus juga ahli dalam zoologi dan adalah seorang dokter. LInnaeus adalah seorang penggolong makhluk hidup yang termasyhur . Pada tahun 1735,ia menerbitkan systema Naturae yang didalamnya ia menbagi tumbuhan berbunga kedalam beberapa kelas berdasarkan organ kelaminnya. Ia memang di kenal sebagai "<b>Bapak Taksonomi Modern</b>",pada tahun 1749 ,ia memperkenalkan tatanan <b>binomal nomenclature</b>. Sejak tahun 1761, ia dianugrahi gelar kebangsaan dan bernama Carl von Linne.<br /><h2><span class="mw-headline" id="Biografi">Biografi</span></h2>Carolus Linnaeus lahir di Paroki Stenbrohult (sekarang termasuk wilayah administrasi �lmhult), di bagian selatan Swedia. Ayahnya bernama Nils Ingemarsson Linnaeus dan ibunya bernama Christina Brodersonia. Sejak kecil Linnaeus dilatih menjadi seorang anggota gereja yang setia, sebagaimana ayahnya dan kakeknya (dari ibu), namun ia kurang bersemangat mengikuti kegiatan tersebut. Ketertarikannya dalam studi botani sempat membuat seorang dokter dari kotanya terpesona dan ia dikirim untuk bersekolah di Universitas Lund�universitas terdekat, kemudian pindah ke Universitas Uppsala setelah satu tahun.<br />Dalam masa-masa ini Linnaeus mempunyai keyakinan bahwa dalam benang sari dan putik bunga terkandung dasar-dasar klasifikasi tumbuhan, maka ia menuliskan sebuah makalah singkat pada suatu mata kuliah yang berhasil membuatnya menjadi pembantu profesor. Tahun 1732 Badan Akademik Ilmu Pengetahuan Alam di Uppsala membiayai ekspedisinya untuk meneliti Laplandia. Hasilnya adalah tulisan berjudul <i>Flora Laponica</i> yang dicetak tahun 1737.<br />Pada tahun 1735 Linnaeus pindah ke Belanda. Di sana ia mendapatkan gelar dokter dari Universitas Harderwijk. Gelar ini ialah satu-satunya gelar akademik yang berhasil didapatkan Linnaeus, dan ia memperolehnya hanya dalam waktu enam hari, termasuk tiga hari mencetak catatan-catatan botaninya dalam bahasa Latin.<br />Di Belanda Linnaeus bertemu dengan ahli botani Jan Frederik Gronovius dan memperlihatkannya rancangan makalahnya mengenai taksonomi, yang berjudul <i>Systema Naturae</i>. Di dalamnya, penggunaan deskripsi resmi - <i>physalis amno ramosissime ramis angulosis glabris foliis dentoserratis</i> - diganti olehnya menjadi nama genus-species yang ringkas dan akrab pada zaman sekarang - <i>Physalis angulata</i> - dan penggolongan taksa lebih tinggi dibuat secara berurutan. Meskipun sistem ini, tatanama binomial (<i>nomenklatur binomial</i>), dikembangkan oleh Bauhin bersaudara, Linnaeus dapat dikatakan sebagai yang mempeloporinya.<br />Pada tahun 1739 Linnaeus menikah dengan Sara Elisabeth Morea di Stockholm. Linnaeus diangkat sebagai profesor dalam bidang kedokteran di Universitas Uppsala pada tahun 1741 dan ia pindah ke sana, tetapi tidak berapa lama kemudian beralih menjadi profesor di bidang botani. Linnaeus meneruskan kerja dalam sistem klasifikasi serta memperluas pula pada Kerajaan (<i>Regnum</i>) Hewan dan Kerajaan Mineral. Pada tahun 1757 ia mendapat gelar kebangsawanan (<i>von</i>) dari Raja Swedia Adolf Fredrik, sehingga dapat menggunakan nama Carl von Linn�.<br />Pada akhir hidupnya, Linnaeus sering menderita sakit, seperti encok dan sakit gigi<sup class="reference" id="cite_ref-Linneonline_0-0"><a href="http://id.wikipedia.org/wiki/Carolus_Linnaeus#cite_note-Linneonline-0"></a></sup> Ia terkena serangan <i>stroke</i> dua kali, yaitu pada tahun 1774 dan 1776, hingga kehilangan fungsi bagian tubuhnya bagian kanan. Linnaeus meninggal dunia pada 10 Januari 1778 di Uppsala pada suatu upacara di Katedral Uppsala dan kemudian ia dimakamkan di katedral tersebut<br /><h2><span class="mw-headline" id="Tatanama_Linnaeus">Tatanama Linnaeus</span></h2>Sumbangan utama Linnaeus bagi ilmu taksonomi ialah pembuatan konvensi penamaan organisme hidup yang diterima secara universal dalam dunia ilmiah�karya Linnaeus tersebut menjadi titik awal tatanama biologi. Selain itu, Linnaeus mengembangkan, selama pengembangan besar pengetahuan sejarah alam pada abad ke-18, hal yang sekarang disebut sebagai <i>taksonomi Linnaeus</i>, yaitu sistem klasifikasi ilmiah yang kini digunakan secara luas dalam biologi.<br />Sistem Linnaeus mengklasifikasikan alam dalam hirarki atau tingkatan-tingkatan, dimulai dengan tiga "kerajaan". Kerajaan dibagi ke dalam Kelas dan masing-masing Kelas terbagi dalam Ordo, yang dibagi dalam Genera (bentuk tunggal: genus), yang dibagi dalam Spesies. Di bawah tingkatan spesies, Linnaeus kadang menyebutkan takson yang tidak diberinya nama (untuk tumbuhan, hal ini sekarang dinamai "varietas").<br />Linnaeus menamai taksa dengan sesuatu yang mengena pada ciri khusus taksa tersebut. Sebagai contoh, manusia adalah <i>Homo sapiens</i>, tetapi ia juga menyatakan bahwa ada species manusia kedua, <i>Homo troglotydes</i> (bermakna "orang goa", yang ia maksudkan untuk simpanse dan sekarang ditempatkan dalam genus berbeda (bukan Homo) melainkan <i>Pan troglotydes</i>). Kelompok mamalia dinamai berdasarkan kelenjar susu (<i>mammae</i>) karena salah satu definisi karakteristik mamalia adalah bahwa mereka merawat bayinya. (Dari beberapa perbedaan antara mamalia dan hewan lain, Linnaeus lebih memilih hal ini karena pandangannya pada pentingnya keberadaan induk betina.)<br />Hanya sistem pengelompokan hewan oleh Linnaeus yang masih tetap digunakan hingga kini, dan pengelompokan itu sendiri sudah banyak berubah sejak dicetuskan oleh Linnaeus sebagaimana prinsip-prinsip yang melandasi pengelompokan itu juga banyak berubah. Namun demikian, Linnaeus tetap dianggap berjasa mengembangkan gagasan struktur hirarki klasifikasi yang didasari oleh sifat-sifat teramati. Rincian dasar tentang hal yang dapat dianggap sah secara ilmiah untuk disebut 'sifat teramati' itu sendiri telah berubah seiring bertambahnya pengetahuan (contohnya, DNA yang pada masa hidup Linnaeus tidak dikenal telah terbukti bermanfaat dalam mengklasifikasikan dan menentukan hubungan organisme hidup satu dengan lainnya), namun prinsip-prinsip dasarnya tetap masuk akal.

Biografi Carolus Linnaeus | Ahli Botani dan Taksonomi

Carolus Linnaeus Carolus Linnaeus atau Carl (von) Linn� (lahir di �lmhult, 23 Mei 1707 � meninggal di Uppsala, 10 Januari 1778 pada umur ...

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