نام خانوادگي: قلعه آقابابايي
پست الكترونيكي: a_babai@aut.ac.ir

 

كارشناسي ارشد: 
        دانشگاه صنعتي اميركبير (1385-1387)
       عنوان پايان نامه: ارتباط ساختار گروه با گراف اول و كاربرد آن در شناسايي‌پذيري گروه
       استاد راهنما: دكتر بهروز خسروي

دكتراي تخصصي: 

       دانشگاه صنعتي اميركبير (1389-1393)
       عنوان پايان نامه: عوامل تركيبي گروه‌هاي با گراف اول يكسان و نتايجي در گراف‌هاي مكعبي نيم متقارن
       استاد راهنما: دكتر بهروز خسروي

فرصت مطالعاتي: 
       دانشگاه باسك، بيلبائو، اسپانيا
       استاد راهنما: Professor Gustavo A. Fernandez Alcober


      دانشگاه ليوبليانا، اسلوني
      استاد راهنما: Professor Sandi Klavzar

Quasirecognition by prime graph of $^2D_p(3)$ where $p=2^n+1\geq5$
A.Babai, N.Hassani, B.Khosravi
Bull. Malays. Math. Sci. Soc. (2) 32 (2009), 343-350

Quasirecognition by prime graph of $F_4(q)$ where $q=2^n>2$
A.Babai, B.Khosravi
Monatsh Math 162 (2011), 289-296

On the composition factors of a group with the same prime graph as $B_n(5)$ l
A.Babai, B.Khosravi
Czechoslovak Mathematical Journal, 62 (137), (2012), 469-486

Recognition by prime graph of $^2D_{2^m+1}(3)$l
A.Babai, B.Khosravi
Siberian Mathematical Journal, 52 (5), (2011), 788-795

Quasirecognition by prime graph of $^2D_n(3^\alpha)$ where $n=4m+1\geq21$ and $\alpha$ is odd
A.Babai, B.Khosravi
Math. Notes, 95 (3), (2014), 3-13

Groups with the same prime graph as the simple group $D_n(5)$l
A.Babai, B.Khosravi
Ukraine. Math., 55 (5), (2014), 666-677

Quasirecognition by prime graph of $L_n(2^\alpha)$l
A.Babai, B.Khosravi
Mathematical reports, 17 (67), (2015), 66-78

Semisymmetric cubic graphs of order $10p^n$l
A.Babai, B.Khosravi
Ars. Combinatoria, (2017), 93-98

Simple groups with the same prime graph as $^2D_n(q)$l
A.Babai, B.Khosravi
Publications de I'lnstitut Mathematique, 98 (112), (2015), 251-263

Simple groups with the same prime graph as $D_n(q)$l
A.Babai, B.Khosravi
Bulletin of the Iranian Mathematical Society, 42 (6), (2016), 1403-1427

The (non)-existence of perfect codes in fibonacci cubes
A.Babai, A.R. shrafi, Kh.Fathalikhani and S.Klavzar
Information Processing Letters, 116 (2016), 387-390

A new characterizathin of symmetric group by nse
A.Babai, Z.Akhlaghi
Czechoslovak Mathematical Journal, 67 (142), (2017), 427-437

Thompson's conjecture for the alternating group of degree 2p
A.Babai, A.Mahmoudifar
Czechoslovak Mathematical Journal, 67 (142), (2017), 1049-1058

Self-similar $p$-groups of maximal class
A.Babai, Kh.Fathalikhani, G.A.Fernandez-Alcober and M.Vannacci
Groups Geometry and Dynamics

Recognition by order and set of orders of vanishing elements of $C_n(2^\alpha)$ for some $n$ and $\alpha$
A.Babai
Quasigroups and Related Systems, 26 (2), (2018), 163-172

Recognition of some families of finite simple groups by order and set of orders of vanishing elements
A.Babai, M.Khatami
Czechoslovak Mathematical Journal, 68 (143), (2018), 130-121

NSE characterization of some Suzuki groups
A.Babai, M.Khatami
Quasigroups and Related Systems, 27 (2019), 15-24

On a problem about the connectivity of the proper enhanced power graph of finite group
A.Babai, A.Mahmoudifar
Journal of Algebra and its Application, to appear

The Graovac-Pisanski Index of Sierpinski Graphs
A.Babai, Kh.Fathalikhani and S. Zemljic
Discrete Applied Mathematics, to appear

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كنفرانس‌ها:

1. يازدهمين كنفرانس نظريه گروه ايران- يزد 1397

On the proper enhanced power graph

2. نهمين كنفرانس نظريه گروه ايران- كاشان 1395

A new approach to self-similarity

3. اولين كنفرانس بين المللي رياضي اسپانيا و ايتاليا- بيلبائو 2014

On the prime graph associated with a finite group

4. ششمين كنفرانس تركيبيات جبري ايران- مازندران 1392

Nonabelian simple groups with the same prime graph of $E_6(q)$l

5. چهل و سومين كنفرانس رياضي ايران- تبريز 1391

Semisymmetric cubic graphs of order 14p^2

6. چهارمين كنفرانس نظريه گروه ايران- اصفهان 1391

On Semisymmetric cubic graphs of order 10p^n

7. بيست و دومين سمينار جبر ايران- سبزوار 1391

Quasirecognition by prime graph of $B_n(5)$l

8. چهل و دومين كنفرانس رياضي ايران- رفسنجان 1390

Recognition by prime graph of $^2D_p(3)$ where $p=2^n+1\geq 5$