Biography

Jehad Al Jaraden  is an  Professor of Pure Math at Department of  Mathematics since 2007 He got his PhD in Abstract Algebra  from Gomel Stat University in Belarus at 1997   His research interests are on group theory,  s olvable finite groups  and commutative ring Jehad Al Jaraden participated in many scientific conferences and attended many workshops. Furthermore, he is a revivor for many ISI journals

Degree Major University Year
See Qualifications
 1993-1997      Ph.D.,  in Mathematics,  Gomel State University, Gomel, Belarus   1987-1993  , Sc. and B.Sc .in Mathematics , Gomel State University, Gomel, Belarus -
 2000
Position University / Department Period
See Details
Sept.   2007–Present         Professor normal"> , Department of Mathematics , College of Science , Al-Hussein Bin Talal University, Ma'an, Jordan .   February 2012 – August 2015           Professor, Department of Mathematics, College of Science      Taibah University, KSA.   Sept. 2008 – August 2009       Sept. 2007 – August 2008     Sept.1997– August 2000              normal">       Professor , Department of Mathematics, College of Science Michigan Technological University, USA. normal">   normal">   Professor,   Department of Mathematics, College of Science Tafila Technological University , Jordan .   Assistant Professor, Department of Mathematics, College of Science, Applied   Science University, Jordan.
 -
-		 2000/01
Position Institution Period
See Details
Sept. 2011 – Jun 2012       Sept. 2007 - Sept. 2008    Sept. 2005 – Sept. 2007                S ept. 2003–Sept. 2004           Sept. 2001 – Sept. 2003            Dean of Faculty of Science, Al- Hussein Bin Talal University, Ma'an, Jordan      Dean of the Technical community College, Tafila    Technological University , Jordan   Dean of Faculty of Science, Al- Hussein Bin Talal University, Ma'an Jordan.   Dean of Scientific Research:, Al- Hussein Bin Talal University, Ma'an Jordan.   Chairman of Mathematics Department, College of Science, Al- Hussein Bin Talal University, Ma'an, Jordan.
 - 2000/01
1
p--Local formations whose length≤ 3.
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Throughout this paper, all groups are finite. Recall that a formation is a homomorphic F of groups such that each group G has a smallest normal subgroup (denoted by G F ) whose quotient is still in F. A formation F is said to be p-local if it contains each group G with G/(Φ(G) ∩ Op(G)) ∈ F. Our main goal here is to prove the following theorem
2
Finite Groups with X-permutable Maximal Subgroups of Sylow Subgroups.
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Let A,B be subgroups of a group G and ∅≠X⊆G. Then A is said to be X-permutable with B if there exists an element x∈X such that AB x =B x A. In this paper we study finite groups in which maximal subgroups of Sylow subgroups are X-permutable either with maximal subgroups or with Sylow subgroups.
3
Fuzzy folding of a fuzzy group and its fuzzy retractions
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
The main target of this paper is to discuss whether the fuzzy folding of a fuzzy group is a fuzzy group or not. In addition, the relation between the fuzzy folding and the fuzzy retractions are obtained.AMS Mathematics Subject Classiftcation
4
Noetherian and Artinian Ternary Ring
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
The main aim of this article is to study some special elements (zero divisors and units) in ternary rings. Then, the main properties and concepts of noetherian and artinian ternary rings have been studied. In addition, new results on noetherian and artinian ternary rings have been investigated.
5
On c-Normal Subgroups of Finite Groups
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Let G be a finite group. We fix in every noncyclic Sylow subgroup P of G some subgroup D satisfying 1 < |D| < |P| and study the structure of G under the assumption that all subgroups H of P with |H| = |D| are c-normal in G.
6
On formula-Normal Subgroups of Finite Groups
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Let G be a finite group. We say that a subgroup H of G is -normal in G if G has a subnormal subgroup T such that TH = G and (H ∩ T)HG/HG is contained in the -hypercenter of G/HG, where is the class of the finite supersoluble groups. We study the structure of G under the assumption that some subgroups of G are -normal in G.
7
On Some Finite Arithmetic Groups and Generalized Permutation Modules
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
We investigate integral Galois stable representations of finite groups over local and global fields and their integers under the ground field extensions related to permutation modules. We consider normal extensions E/F and subgroups G ⊂ GLn(E) stable under the natural operation of the Galois group of E/F with some extra integrality conditions. The possible realization fields of G with these integrality conditions are of special interest, and we consider certain criteria of integrality for representations in GLn(E). We also study a series of related arithmetic problems and examples.
8
On S-quasinormal subgroups and some applications
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
A subgroup H of a group G is called S-quasinormal in G if it permutes with every Sylow subgroup of G.The structure of the group G has been studied earlier by many authors under the assumption that the maximal or the minimal subgroups of the Sylow subgroups are well situated in G. In the present paper we are cincerned with the study of the structure of a finite group under the assumption that some subgroups of G are S-quasinormal in G, and we discuss some methods and applications.
9
On S-quasinormal subgroups of finite group
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
A subgroup H of a group G is called S− quasinormal in G if it permutes with every Sylow subgroup of G. In this paper, we extend the study on the structure of a finite group under the assumption that some subgroups of F∗(G) are S− quasinormal in G.
10
On Supersolubility of Some Finite Factorizable Groups
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
It is proved that a finite group G=AB is supersoluble provided that A and B are such supersolube subgroups of G that every cyclic subgroup of A permutes with every Sylow subgroup of B and if in return every cyclic subgroup of B permutes with every Sylow subgroup of A.
11
Semi-derivations acting on Jordan ideals of rings with involution
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Our aim in this paper is to prove some properties of semi-derivations centralizing on Jordan ideals of rings with involution. Some well known results characterizing commutativity of prime rings by derivations have been generalized by using semi-derivations. Moreover, we provide examples to show that our hypotheses are not superfluous.
12
Some commutativity criteria for prime rings with differential identities on Jordan ideals
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
In this article, we present some commutativity theorems for a ring R equipped with a generalized derivation satisfying certain differential identities on Jordan ideals of R. Some related results for prime rings are also discussed. Finally; we provide examples to show that the assumed restrictions are not superfluous.
13
Some conditions for p-solubility of finite group
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
A subgroup H of a group G is c-subnormal in G if G has a subnormal subgroup T such that HT=G and T 3 H ⊆ HG. [1] Using this concept, in Jaraden obtain [1] some new conditions for solubility of a finite group are given. Here we obtain local versions of these results.
14
p--Local formations whose length≤ 3.
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Throughout this paper, all groups are finite. Recall that a formation is a homomorphic F of groups such that each group G has a smallest normal subgroup (denoted by G F ) whose quotient is still in F. A formation F is said to be p-local if it contains each group G with G/(Φ(G) ∩ Op(G)) ∈ F. Our main goal here is to prove the following theorem
15
Finite Groups with X-permutable Maximal Subgroups of Sylow Subgroups.
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Let A,B be subgroups of a group G and ∅≠X⊆G. Then A is said to be X-permutable with B if there exists an element x∈X such that AB x =B x A. In this paper we study finite groups in which maximal subgroups of Sylow subgroups are X-permutable either with maximal subgroups or with Sylow subgroups.
16
Fuzzy folding of a fuzzy group and its fuzzy retractions
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
The main target of this paper is to discuss whether the fuzzy folding of a fuzzy group is a fuzzy group or not. In addition, the relation between the fuzzy folding and the fuzzy retractions are obtained.AMS Mathematics Subject Classiftcation
17
Noetherian and Artinian Ternary Ring
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
The main aim of this article is to study some special elements (zero divisors and units) in ternary rings. Then, the main properties and concepts of noetherian and artinian ternary rings have been studied. In addition, new results on noetherian and artinian ternary rings have been investigated.
18
On c-Normal Subgroups of Finite Groups
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Let G be a finite group. We fix in every noncyclic Sylow subgroup P of G some subgroup D satisfying 1 < |D| < |P| and study the structure of G under the assumption that all subgroups H of P with |H| = |D| are c-normal in G.
19
On formula-Normal Subgroups of Finite Groups
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Let G be a finite group. We say that a subgroup H of G is -normal in G if G has a subnormal subgroup T such that TH = G and (H ∩ T)HG/HG is contained in the -hypercenter of G/HG, where is the class of the finite supersoluble groups. We study the structure of G under the assumption that some subgroups of G are -normal in G.
20
On Some Finite Arithmetic Groups and Generalized Permutation Modules
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
We investigate integral Galois stable representations of finite groups over local and global fields and their integers under the ground field extensions related to permutation modules. We consider normal extensions E/F and subgroups G ⊂ GLn(E) stable under the natural operation of the Galois group of E/F with some extra integrality conditions. The possible realization fields of G with these integrality conditions are of special interest, and we consider certain criteria of integrality for representations in GLn(E). We also study a series of related arithmetic problems and examples.
21
On S-quasinormal subgroups and some applications
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
A subgroup H of a group G is called S-quasinormal in G if it permutes with every Sylow subgroup of G.The structure of the group G has been studied earlier by many authors under the assumption that the maximal or the minimal subgroups of the Sylow subgroups are well situated in G. In the present paper we are cincerned with the study of the structure of a finite group under the assumption that some subgroups of G are S-quasinormal in G, and we discuss some methods and applications.
22
On S-quasinormal subgroups of finite group
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
A subgroup H of a group G is called S− quasinormal in G if it permutes with every Sylow subgroup of G. In this paper, we extend the study on the structure of a finite group under the assumption that some subgroups of F∗(G) are S− quasinormal in G.
23
On Supersolubility of Some Finite Factorizable Groups
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
It is proved that a finite group G=AB is supersoluble provided that A and B are such supersolube subgroups of G that every cyclic subgroup of A permutes with every Sylow subgroup of B and if in return every cyclic subgroup of B permutes with every Sylow subgroup of A.
24
Semi-derivations acting on Jordan ideals of rings with involution
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
Our aim in this paper is to prove some properties of semi-derivations centralizing on Jordan ideals of rings with involution. Some well known results characterizing commutativity of prime rings by derivations have been generalized by using semi-derivations. Moreover, we provide examples to show that our hypotheses are not superfluous.
25
Some commutativity criteria for prime rings with differential identities on Jordan ideals
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
In this article, we present some commutativity theorems for a ring R equipped with a generalized derivation satisfying certain differential identities on Jordan ideals of R. Some related results for prime rings are also discussed. Finally; we provide examples to show that the assumed restrictions are not superfluous.
26
Some conditions for p-solubility of finite group
Other 2000
Journal
Published2000/01/01
Authors
TypeOther
A subgroup H of a group G is c-subnormal in G if G has a subnormal subgroup T such that HT=G and T 3 H ⊆ HG. [1] Using this concept, in Jaraden obtain [1] some new conditions for solubility of a finite group are given. Here we obtain local versions of these results.
Thesis Title Student Type / Role Status
1 M urhaf Alabdullah (Ph.D. student), Noetherian and Artinian Ternary  Rings, University of Aleppo (Syria), 2019-2022 2-    Mohamad Nor Bani Amer(Master Student), On c-Subnormal Subgroup of Some Classes of Finite Groups, Al Hussein Bin Talal University, 2021-2022. 3-    Eklas Hussein Salamh Alttawarh (master student), Some Differential Identities for Ring Involving Prime Ideals, Al Hussein Bin Talal University, 2019-2020. 4-    Kawlah Rawajfah (master student), Some Applications of Sylow Theorems, Al Hussein Bin Talal University , 2018-2019. 5-    Mashaer Moraya Farajallah Al-Saeedi (master student), On p-Subgroups of a Finite Group, Taibah University (KSA), 2012-201 3 . See Details Master's
Main Supervisor		 Completed
Conference / Paper Location Date Participation
Conferences - See Details
Jaraden Jehad, "On Formations with Systems (normally) Hereditary Subformations". Algebra and Cybernetics. Proceeding of International Conference devoted to the memory of the academician S. A.Chunihin.Part 1, Gomel.1995. p. 63         Jaraden Jehad, "p-local Formations with Maximal Nilpotent p-local SubFormation". Proceeding of International Conference on Algebra, Geometry and its Applications, Cairo University, Egypt 2001.          Jaraden Jehad, "On Bear Formation", Proceeding of Second International Conference, Al-albayt University. Mafrag, Jordan, 2002 ·         Jaraden Jehad, "Some Conditions for p-solubility of Finite Group" Proceedings of International Conference on Geometric Group Theory: 2004, Roma, Italy.          Jaraden Jehad, "Finite Group with Given c-permutable subgroups", First Arab Conference in Math. Applied Science University, Jordan, 2004. 6. Invited for a research project at Ohio State University, USA (Summer 2002). ·        Jaraden Jehad, "On $s$-permutable subgroups of finite groups" Proceedings of International Conference on Embeddings of Graphs and Groups into Hilbert and Banach spaces with applications, EPFL, Lausanne, Switzerland 2007. ·         Jaraden Jehad, “On S-quasinormal Subgroups of Finite Group “ Proceeding of the Third International Conference on Mathematical Sciences – ICM2008, UAEU, Al Ain.         Jaraden Jehad,“On weakly c-normal subgroup of finite groups” Proceedings of international Conference on Groups and Model Theory Mülheim an der Ruhr, Germany, 2011.          Jaraden Jehad, "Element of Height 3 of Lattice of p-local formations" The International Conference on Algebra and its Applications 26-28 April 2017, Errachidia, Morocco.         Jaraden Jehad "Classification p-Saturated formation with Maximal Nilpotent p-Saturated Subformation " International Conference on Mathematics and Related Sciences 30 April - 4 May 2018, Belek- Antalya, Turkey. Jaraden Jehad " Fuzzy folding of a fuzzy group and its fuzzy retractions" The Third International Scientific Conference for Engineering and Science, 24 - 30 October 2019, Antalya, Turkey
 -
 2000/01/01 Participant
Committee Organization Role Period
1.      Curriculums Preparation Committee Member 2.      Students’ Problems Investigation Committee Member 3.      Micro-Strategic Plan Committee Member 4.      University Council Member 5.      Faculty Council Member 6.      Faculty Budget Committee Member 7.      Faculty Equipment Specification Committee Chairman 8.      Faculty Curriculums Preparation Committee Member
 Member 2000/01 —

Additional Information

Day Time Location Notes
Sunday 09:00 AM — 10:00 AM 9-10 جميع الايام
Interest Area Description
Abstract finite groups  Solvable finite groups    Commutative Ring
Field Description
Pure Mathematics
Course Code Level Credits
Abstract Algebra  M. Sc   Special Topics in Abstract Algebra          Discrete Mathematics          Abstract Algebra (1 +2)         Principle of Statistics         Calculus (1+2+3)       Linear Algebra (1 +2)       Number Theory          Numerical Analysis          Set Theory          Operations Research  Topology - Bachelor