Similarities between Islamic schools and branches and Wasil ibn Ata
Islamic schools and branches and Wasil ibn Ata have 6 things in common (in Unionpedia): Ali, Basra, Hasan al-Basri, Iraq, Kalam, Muʿtazila.
Ali
Ali (ʿAlī) (15 September 601 – 29 January 661) was the cousin and the son-in-law of Muhammad, the last prophet of Islam.
Ali and Islamic schools and branches · Ali and Wasil ibn Ata ·
Basra
Basra (البصرة al-Baṣrah), is an Iraqi city located on the Shatt al-Arab between Kuwait and Iran.
Basra and Islamic schools and branches · Basra and Wasil ibn Ata ·
Hasan al-Basri
Abū Saʿīd b. Abi ’l-Ḥasan Yasār al-Baṣrī, often referred to as Ḥasan of Basra (Arabic: حسن البصري, Ḥasan al-Baṣrī; 642 - 15 October 728) for short, or reverentially as Imam Ḥasan al-Baṣrī in Sunni Islam, was an early Muslim preacher, ascetic, theologian, exegete, scholar, judge, and mystic.
Hasan al-Basri and Islamic schools and branches · Hasan al-Basri and Wasil ibn Ata ·
Iraq
Iraq (or; العراق; عێراق), officially known as the Republic of Iraq (جُمُهورية العِراق; کۆماری عێراق), is a country in Western Asia, bordered by Turkey to the north, Iran to the east, Kuwait to the southeast, Saudi Arabia to the south, Jordan to the southwest and Syria to the west.
Iraq and Islamic schools and branches · Iraq and Wasil ibn Ata ·
Kalam
ʿIlm al-Kalām (عِلْم الكَلام, literally "science of discourse"),Winter, Tim J. "Introduction." Introduction.
Islamic schools and branches and Kalam · Kalam and Wasil ibn Ata ·
Muʿtazila
Muʿtazila (المعتزلة) is a rationalist school of Islamic theology"", Encyclopaedia Britannica.
Islamic schools and branches and Muʿtazila · Muʿtazila and Wasil ibn Ata ·
The list above answers the following questions
- What Islamic schools and branches and Wasil ibn Ata have in common
- What are the similarities between Islamic schools and branches and Wasil ibn Ata
Islamic schools and branches and Wasil ibn Ata Comparison
Islamic schools and branches has 289 relations, while Wasil ibn Ata has 23. As they have in common 6, the Jaccard index is 1.92% = 6 / (289 + 23).
References
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