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| {{short description|Arab writer and scientist}} | |||
| {{Infobox Muslim scholar | |||
| {{Infobox religious biography | |||
| |name= | |||
| | honorific-prefix = | |||
| |denomination = ] | |||
| | name = '''Sayyidi ʻAbd al-Raḥmān ibn Muḥammad Al-Akhdari'''<br>'''سيدي عبد الرحمن بن محمد الأخضري''' | |||
| |creed = ]<ref name="Spevack-101">{{cite book|first=Aaron|last=Spevack|title=The Archetypal Sunni Scholar: Law, Theology, and Mysticism in the Synthesis of Al-Bajuri|pages=101|publisher=State University of New York Press|date=2014|ISBN=978-1-4384-5370-5}}</ref> | |||
| | honorific-suffix = | |||
| |Maddhab = ]<ref name="Spevack-101"/> | |||
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| | caption = Book of the '''Mukhtassar Al-Akhdari''' of Sayyidi ʻAbd al-Raḥmān Al-Akhdari. | |||
| | religion = ] ] | |||
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| | lineage = {{flagicon|Yemen}} Dynasty of Al-Akhdari | |||
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| | founder = *'''''Sayyidi ‘Amr Ibn Al-Akhdari''''' (680s)<br> | |||
| *'''''Sayyidi ‘Abd al-Raḥmān Al-Akhdari''''' (1515) | |||
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| | other_names = ''Ibn Al-Akhdari'' | |||
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| | home_town = ] (Algeria) | |||
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| '''Sayyidi ʻAbd al-Raḥmān ibn Muḥammad al-Ṣaghīr ibn Muḥammad ibn Sayyidi ʿĀmir al-Akẖḍarī al-Bīsīkrī''' |
'''Sayyidi ʻAbd al-Raḥmān ibn Muḥammad al-Ṣaghīr ibn Muḥammad ibn Sayyidi ʿĀmir al-Akẖḍarī al-Bīsīkrī''' ] :'''سيدي عبد الرحمن بن محمد الصغير بن محمد بن سيدي عمرو الأخضري''', better known as '''Al-Akẖḍari''' ({{langx|ar|الأخضري}}), born in 1512 in ] in present-day ] and died in 1575 in Biskra in present-day Algeria, was an ] ], ], ] and ] ]. | ||
| He was the author of the highly popular didactic poem ''Al-Sullam al-murawnaq fī ʻilm al-manṭiq'' ("The Ornamented Ladder into the Science of Logic"). The 144-line poem, a versification of ]'s ''Kitab al-Isaghuji'', outlines the principles of ] and explains how logic could be used to support the Islamic creed (]) and jurisprudence (]). The work is studied across the Muslim world as a primer on logic<ref>{{cite web|title=Inheritors Ijaza |url=http://www.sunnipath.com/Curriculum/Inheritors.pdf |access-date=20 April 2012 |url-status=dead |archive-url=https://web.archive.org/web/20120917002158/http://www.sunnipath.com/Curriculum/Inheritors.pdf |archive-date=17 September 2012 }}</ref> and is often read in conjunction with al-Akhdari's own prose commentary. | |||
| He was member of the ] ] ], better known as '''Kabīlāt Al-Akẖḍariyah''' ({{lang-ar|قبيلة الأخضرية}}) | |||
| He is also known to have written another work, "''al-Jawhar ul-Maknun" or "'' | |||
| He was the author of the highly popular didactic poem ''Al-Sullam al-murawnaq fī ʻilm al-manṭiq'' ("The Ornamented Ladder into the Science of Logic"). The 144-line poem, a versification of ]'s ''Kitab al-Isaghuji'', outlines the principles of ] and explains how logic could be used to support the Islamic creed (]) and jurisprudence (]). The work is studied across the Muslim world as a primer on logic<ref>{{cite web|title=Inheritors Ijaza |url=http://www.sunnipath.com/Curriculum/Inheritors.pdf |accessdate=20 April 2012 |deadurl=yes |archiveurl=https://web.archive.org/web/20120917002158/http://www.sunnipath.com/Curriculum/Inheritors.pdf |archivedate=17 September 2012 }}</ref> and is often read in conjunction with al-Akhdari's own prose commentary. | |||
| ''Al-Jawahir al-Maknuna fi'l-ma'ni wa'l-bayan wa'l-badi'''". | |||
| == |
==Origin== | ||
| '''Sheikh Sayyidi'Abd al-Raḥmān ibn Muhammad al-Akẖḍarī''' was born in present-day ], plus an account in an ] ] family (noble descendant) of the Arab tribe '''Banu al-Akhdari''' (Arabic: '''بنو الأخضري''') the region of ] in ] present in Algeria since the 680s, best known in Algeria and ] as '''Kābilāt Al-Akḥdārīyyāh''' (Arabic: '''قبيلة الأخضرية'''). | |||
| ==Works== | |||
| Al-Akhdari wrote many works on several sciences including intellectual, Shari'a, fiqh, linguistics, mathematics, and astronomy. | |||
| *''Al-Sullam al-munawraq fī ʻilm al-manṭiq'' ("The Ornamented Ladder into the Science of Logic") (السلم المُنَوْرَقِ في علم المنطق): A 144-line poem on ]. This work was translated by the French orientalist Lucien in 1921 CE and he considered it one of the greatest international books. | |||
| *«مختصر الأخضري في العبادات» على مذهب الإمام مالك | |||
| *«نظم الجوهر المكنون في ثلاثة فنون: في علم البلاغة والبيان والبديع» | |||
| *«حلية اللب المصون على الجواهر المكنون» | |||
| *«منظومة الدرة البيضاء في الفرائض والحساب» | |||
| *«منظومة الدرة البيضاء في أحسن الفنون والأشياء» | |||
| *«نظم السلم المرونق في المنطق» | |||
| *«شرح السلم المرونق المذكور» | |||
| *«نظم السراج في علم الفلك» | |||
| *«نظم منثور ابن آجروم الدرر البهية على نظم الاجرومية» | |||
| *«نظم أزهر المطالب في هيئة الأفلاك والكواكب في علم الاسطرلاب» | |||
| *«قصيدة مدح النبي خالد بن سنان» | |||
| *«شعر القدسية واللامية في التصوف» | |||
| == See also == | |||
| * ] | |||
| Al-Akhdari is the grandson of Sidi 'Amr al-Akẖḍarī He is a member of the ] ] ] of the ], their origins comes from ] and ], they migrated to ] in ]. | |||
| ==References== | ==References== | ||
| {{ |
{{Reflist}} | ||
| ==External links== | ==External links== | ||
| * http://al-akhdari.com | * https://web.archive.org/web/20140326072939/http://al-akhdari.com/ | ||
| {{Portal|Islam}} | |||
| {{Maliki scholars}} | {{Maliki scholars}} | ||
| {{Ash'ari}} | |||
| {{Authority control}} | |||
| {{DEFAULTSORT:Al-Akhdari}} | {{DEFAULTSORT:Al-Akhdari}} | ||
| ] | |||
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Latest revision as of 00:30, 8 January 2025
Arab writer and scientist| Sayyidi ʻAbd al-Raḥmān ibn Muḥammad Al-Akhdari سيدي عبد الرحمن بن محمد الأخضري | |
|---|---|
| Personal life | |
| Born | 1515 Biskra |
| Died | 1575 |
| Home town | Biskra (Algeria) |
| Other names | Ibn Al-Akhdari |
| Religious life | |
| Religion | Islam Sunni |
| Founder of |
|
| Lineage |  Dynasty of Al-Akhdari |
| Profession | |
Sayyidi ʻAbd al-Raḥmān ibn Muḥammad al-Ṣaghīr ibn Muḥammad ibn Sayyidi ʿĀmir al-Akẖḍarī al-Bīsīkrī Arabic :سيدي عبد الرحمن بن محمد الصغير بن محمد بن سيدي عمرو الأخضري, better known as Al-Akẖḍari (Arabic: الأخضري), born in 1512 in Biskra in present-day Algeria and died in 1575 in Biskra in present-day Algeria, was an Arab poet, logician, astronomer and maliki jurist.
He was the author of the highly popular didactic poem Al-Sullam al-murawnaq fī ʻilm al-manṭiq ("The Ornamented Ladder into the Science of Logic"). The 144-line poem, a versification of Al-Abhari's Kitab al-Isaghuji, outlines the principles of Islamic logic and explains how logic could be used to support the Islamic creed ('aqidah) and jurisprudence (fiqh). The work is studied across the Muslim world as a primer on logic and is often read in conjunction with al-Akhdari's own prose commentary.
He is also known to have written another work, "al-Jawhar ul-Maknun" or "
Al-Jawahir al-Maknuna fi'l-ma'ni wa'l-bayan wa'l-badi'".
Origin
Sheikh Sayyidi'Abd al-Raḥmān ibn Muhammad al-Akẖḍarī was born in present-day Algeria, plus an account in an Sherifian Arab family (noble descendant) of the Arab tribe Banu al-Akhdari (Arabic: بنو الأخضري) the region of Ibb in Yemen present in Algeria since the 680s, best known in Algeria and Libya as Kābilāt Al-Akḥdārīyyāh (Arabic: قبيلة الأخضرية).
Works
Al-Akhdari wrote many works on several sciences including intellectual, Shari'a, fiqh, linguistics, mathematics, and astronomy.
- Al-Sullam al-munawraq fī ʻilm al-manṭiq ("The Ornamented Ladder into the Science of Logic") (السلم المُنَوْرَقِ في علم المنطق): A 144-line poem on Islamic logic. This work was translated by the French orientalist Lucien in 1921 CE and he considered it one of the greatest international books.
- «مختصر الأخضري في العبادات» على مذهب الإمام مالك
- «نظم الجوهر المكنون في ثلاثة فنون: في علم البلاغة والبيان والبديع»
- «حلية اللب المصون على الجواهر المكنون»
- «منظومة الدرة البيضاء في الفرائض والحساب»
- «منظومة الدرة البيضاء في أحسن الفنون والأشياء»
- «نظم السلم المرونق في المنطق»
- «شرح السلم المرونق المذكور»
- «نظم السراج في علم الفلك»
- «نظم منثور ابن آجروم الدرر البهية على نظم الاجرومية»
- «نظم أزهر المطالب في هيئة الأفلاك والكواكب في علم الاسطرلاب»
- «قصيدة مدح النبي خالد بن سنان»
- «شعر القدسية واللامية في التصوف»
See also
References
- "Inheritors Ijaza" (PDF). Archived from the original (PDF) on 17 September 2012. Retrieved 20 April 2012.
