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Shahid Chamran University is located in Ahvaz, the capital of Khuzestan Province in the southwest of Iran. The history of our university dates back to the sixth century A.D. when it was the Academy of Gundishapur. It was then the intellectual center of the Sassanid Empire. In 1955 the first nucleus of the modern university was formed as …
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The university academic activities mainly revolves around improving the quality and quantity of required human resources, providing scientific and educational assistance in the implementation of development programs, and the production and dissemination of knowledge at the local, national and international levels.
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The university research activities are focused on conducting intra-university projects and extra-university research projects, and the main goal is to create favorable conditions for the application and commercialization of scientific research productions. Moreover, the 5- year perspective of the university is to conduct research mega projects and communicating with the industry and the labor market.
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The main mission in Office of International Relations is to introduce Shahid Chamran University to international community especially academics, research institutes, and international students interested in studying in Iran.
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After years of gradual growth and development, Shahid Chamran University of Ahvaz has now a total of 32,933 sq. m. teaching space, 13,725 sq. m. for cultural buildings, 42,182 sq. m. for a sports complex, 59,825 sq. m. for dormitories, and 47,465 sq. m. for accommodating and recreation services.
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In 2002, Shahid Chamran University of Ahvaz began to accept international students in various disciplines in accordance with its internationalization mission and now the number of our international students is growing increasingly. This university has made it convenient for international applicants (scholarships and non-scholarships) from the countries of the region to apply for various study programs in the university.
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Incubator Center
Sat, 23 Nov 2024
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Alborz Azarang
Alborz Azarang
(FA Page)
Associate Professor
Email:
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Articles
On Maximal subrings , Alborz Azarang : First author, , (far east journal of mathematical sciences (fjms , 2009-02-28 , 107-118 , pakistan - asas - پاکستان
Non Quasi Duo Rings Have Maximal Subring , Alborz Azarang : First author, , International mathematical forum , 2010-04-19 , 979-994 , bulgaira - bolgharestan - fdgdf
On the existence of maximal subrings in commutative artinian rings , Alborz Azarang : First author,OMID ALI SHEHNI KARAMZADEH : second author, , Journal of algebra and its applications , 2010-10-07 , 771-778 , sangapore - sangapoor - sangapoor
The Persian Tarof in Mathematics , Alborz Azarang : First author, , Mathematical Inteligencer , 2011-10-30 , 2-2 , USA - امریکا - new york
Which Fields Have No Maximal Subrings? , Alborz Azarang : First author,OMID ALI SHEHNI KARAMZADEH : second author, , Rendiconti del Seminario Matematico della Università di Padova , 2011-12-07 , 213-228 , italy - padova - padova
Modules over Maximal Subrings , Alborz Azarang : First author,ali namazi : second author, , International Journal of Algebra , 2012-10-07 , 1097-1102 , - -
On Maximal Subrings of Commutative Rings , Alborz Azarang : First author,OMID ALI SHEHNI KARAMZADEH : second author, , Algebra Colloquium , 2012-12-10 , 1125-1138 , - -
Most Commutative rings Have Maximal Subrings , Alborz Azarang : First author,OMID ALI SHEHNI KARAMZADEH : second author, , Algebra Colloquium , 2012-12-10 , 1139-1154 , - -
Submaximal Integral Domain , Alborz Azarang : First author, , Taiwanese Journal of Mathematics , 2013-07-25 , 1395-1412 , china - pekan - pekan
Hereditary properties between a ring and its maximal subrings , Alborz Azarang : First author,OMID ALI SHEHNI KARAMZADEH : second author,ali namazi : Third author, , Ukrainian Mathematical Journal , 2013-12-11 , 981-994 , USA - امریکا - new york
commutative rings with infinitely many maximal subrings , Alborz Azarang : First author,Greg Oman : second author, , Journal of algebra and its applications , 2014-04-01 , 1-29 , sangapore - sangapoor - sangapoor
The Space of Maximal subrings of a commutative ring , Alborz Azarang : First author, , Communications in Algebra , 2014-06-20 , 795-811 , USA - امریکا - امریکا
on the existence of maximal subrings in commutative noetherian rings , Alborz Azarang : First author, , Journal of algebra and its applications , 2014-09-11 , 1-10 , sangapore - sangapoor - sangapoor
on fields with only finitely many maximal subrings , Alborz Azarang : First author, , Houston Journal of Mathematics , 2017-05-15 , 299-324 , USA - -
A simple proof for Zariski's Lemma , Alborz Azarang : First author, , Bulletin of the Iranian Mathematical Society , 2017-12-22 , 1529-1530 , Iran - Tehran - Tehran
Rings with only finitely many essential right ideals , Alborz Azarang : First author, شهریسوند-فاطمه : second author, , Communications in Algebra , 2019-06-07 , 2843-2854 , USA - امریکا - امریکا
A Zariski topology on integrally closed maximal subrings of a commutative ring , Alborz Azarang : First author, , Quaestiones Mathematicae , 2021-04-19 , 1-28 , england_united kingdom - - OXON
prime Avoidance property , Alborz Azarang : First author, , Journal of algebra and its applications , 2022-03-31 , 1-14 , sangapore - sangapoor - sangapoor
conch maximal subrings , Alborz Azarang : First author, , Communications in Algebra , 2022-05-14 , 1267-1282 , USA - امریکا - امریکا
A simple form of Noether Normalization , Alborz Azarang : First author, , Bulletin of the Iranian Mathematical Society , 2022-05-14 , 1121-1125 , Iran - Tehran - Tehran
Noether Normalization Implies Full Form of Hilbert Nullstellensatz Theorem , Alborz Azarang : First author, , Kyungpook Mathematical Journal , 2023-04-04 , 11-13 , south korea - کره جنوبی - کره جنوبی
MAXIMAL SUBRINGS OF CLASSICALI NTEGRAL DOMAINS , محمدرضا علینقی : First author,Alborz Azarang : second author, , Quaestiones Mathematicae , 2023-07-11 , 1253-1272 , england_united kingdom - - OXON
Articles (from conference)
On the existence of maximal subrings in commutative rings , Alborz Azarang : First author, , 9th Seminar on Commutative Algebra and Related Topics , 2012-11-07 , Iran - a - mashhad
Finiteness conditions on the set of maximal subrings of a commutative rings , Alborz Azarang : First author, , 10th seminar on commutative algebra and related topics , 2013-12-18 , Iran - Tehran - Tehran
The Space of Maximal Subrings , Alborz Azarang : First author, , Workshop on General Topology (Dimension Theory and Ring of Continuous Functions) , 2015-01-27 , Iran - esfahan - isfahan
Maximal subrings of Affine Rings , Alborz Azarang : First author, , The 13th Seminar on Commutative Algebra and Related Topics , 2016-11-16 , Iran - Tehran - Tehran
Ideals and Maximal Subrings , Alborz Azarang : First author, , The First Local Conference of Mathematical Science & Applications , 2017-12-20 , Iran - khouzestan - Ahvaz
Classfication of Maximal Subrings of Certain Commutative Rings , Alborz Azarang : First author, , The First Conference on Mathematics and its Applications , 2021-08-11 , Iran - khouzestan - Ahvaz
Fundamentals
بررسی وجود زیرحلقه های ماکسیمال در حلقه های تعویض پذیر ,Alborz Azarang : مجری مسئول, ,2009-03-21T00:00:00 ,
submaximal integral domain ,Alborz Azarang : مجری مسئول, ,2013-04-21T00:00:00 ,Office of the Vice Chancellor for Research and Technology ,Iran - khouzestan - Ahvaz ,
Finiteness Condition on Maximal Subrings ,Alborz Azarang : مجری مسئول, ,2013-09-23T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
Services
Delegate ,2016-12-07T00:00:00 ,2018-12-08T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
Designer ,2018-02-26T00:00:00 ,سازمان سنجش وزارت علوم ,Iran - khouzestan - Ahvaz ,
,2018-11-27T00:00:00 ,2020-11-26T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
modeer dakheli majaleh ,2021-02-19T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
,2021-02-20T00:00:00 ,2023-02-21T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
,2022-03-08T00:00:00 ,2024-03-07T00:00:00 ,وزارت علوم - دانشگاه شهید چمران ,Iran - khouzestan - Ahvaz ,
,2023-05-03T00:00:00 ,2025-05-03T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
,2023-07-11T00:00:00 ,2025-07-11T00:00:00 ,Shahid Chamran University ,Iran - khouzestan - Ahvaz ,
Ratings
,2016-02-15T00:00:00 ,Iran - khouzestan - Ahvaz ,Shahid Chamran University ,
,2018-05-07T00:00:00 ,Iran - khouzestan - Ahvaz ,Shahid Chamran University ,
,2024-05-06T00:00:00 ,Iran - khouzestan - Ahvaz ,وزارت علوم - دانشگاه شهید چمران ,
FirstName And Last Name
Project Name
Degree
download-thesis
def-date
بررسی ساختار حلقه ها توسط یکال ها و خودتوان ها
M.S
نکاتی در مورد ایدال های اول اصلی
M.S
1403/07/14
زیرحلقه های ماکسیمال جابه جایی
Ph.D
بررسی p-توسیع ها از حلقه های تعویض پذیر
M.S
1403/07/03
بررسی ایدآل های2-اول ضعیف در حلقه های تعویض پذیر
M.S
1401/11/19
زیرحلقه های آرتینی از حاصل ضرب حلقه های صفربعدی
M.S
1393/12/23
بررسی قانون ایدال اول در حلقه های تعویضپذیر
M.S
1391/07/17
توسیع های صحیح مینیمال حلقه های تعویض پذیر
M.S
1394/03/27
زیرحلقههای ماکسیمال و همریختیها
Ph.D
بررسی رابطه خودکارآمدی ریاضی و نگرش ریاضی با عملکرد ریاضی دانش آموزان پسر پایه نهم شهرستان ماهشهر در سال تحصیلی 1400 - 1399
M.S
1400/07/11
رده بندی توسیع های مینیمال حلقه های تعویض پذیر
M.S
1391/12/21
توسیع های حلقه های تعویض پذیر
M.S
1392/07/20
عناصر تحویل ناپذیر در حلقه های تعویض پذیر
M.S
1399/11/26
مدولهای poor-پروژکتیو
M.S
1392/07/27
زیرحلقه های متناهیا تولید شده از [R[x
M.S
1401/07/30
بررسی حوزه های تجزیه یکتا
M.S
1392/11/29
بررسی زیرحلقه های ماکسیمال در برخی از دامنه های صحیح
Ph.D
1401/07/26
لم اجتناب از ایدآل های اول برای یک خانواده از ایدآل های اول از یک حلقه تعویض پذیر
M.S
1400/07/20
مدول هایی که دارای تعداد متناهی زیر مدول اند
M.S
1397/12/08
رده بندی حلقه تعویض ﭘذیر با تعداد متناهی زیرحلقه یکدار
M.S
1391/11/23
ایدال های کوچک و بزرگ در حلقه های شرکت پذیر
M.S
1399/07/09
دامنه های ارزیابی
M.S
1390/04/21
تعمیم قضیه های کوهن- کاپلانسکی در حلقه های تعویض ناپذیر
M.S
1394/11/05
اعضای ایدال های اول مینیمال در حلقه های( تعویض ناپذیر)
M.S
1392/07/28
مدول های دو طرفه
M.S
1390/12/20
تعمیم تجزیه ایدالها به ایده الهای متباین
M.S
1392/11/27
مجموع مستقیم مدول های ریکارت
M.S
1392/11/26
اجتماع متناهی از زبرحلقه های یک دامنه صحیح
M.S
1398/04/25
یکتایی تجزیه به ایده الها در حلقه های تعویض پذیر نوتری کاهش یافته
M.S
1392/11/27
بررسی متناهی بودن زنجیرها از حلقه های میانی
M.S
1392/07/27
تحدید ایده آل های اصلی که ماکسیمال اند.
M.S
FIP-توسیع ها و FCP-توسیع های حلقه های تعویض پذیر
M.S
1394/11/06
بررسی قانون ایدالهای یک طرفه اول برای حلقه های تعویض ناپذیر
M.S
1391/08/24
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