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1. PERSONAL DATA:
2. ACADEMIC QUALIFICATIONS: (Academic Activity):
*DISTINCTION
*EMPLOYMENT RECORD AND JOB EXPERIENCE ( IN *CHRONOLOGICAL ORDER)
3. AREAS OF RESEARCH INTEREST
4. RESEARCH STUDENTS (PhD / M.Phil) :
5. HONOURS AND AWARDS :,
6. COMPUTER PROGARMING SKILS :
7. PROJECTS SUPERVISED:
8. CONFERENCES / SEMINARS ATTENDED (1997/2003-…)
9. MEMBERSHIPS IN SOCIETIES:
10. Business Experience:
11. Mathematics and lecturing:
12. Publications:
13. Scripts:
14. Reports:
15. Languages:
16. Hobbies and interests:
17. History of sciences
18. Aviation
19. cryptography
20. Politics (for many years area president of the Young Libertarians)
21. Member of (among others):
22. Further activities:
Bocks;
Curriculum vitae
(September 2004)
General
Name: Bachioua Lahcene
Nationality: Algerian
Location: Amman ,Jordan
Age: 33
Marital status: single
Date and place of birth: September 10, 1972, Bejaia,Algeria
Current Employment: Associate Professor
Mail Address:
Email: bachiouala@hotmail.com,bachiouala@maktoob.com
Web: Bachioua.topcities.com
Academic History
Ph.D. in Applied Mathematics (Mathematics and Statistics), 2004,.
M.Sc. in Statistics and Operations Research, 1999.
B.Sc. in Mathematics and Operations Research ,1996, Bejaia University.
Education
B.A.DES, Bachelor of Mathematics Bejaia University, Algeria,
Mathematics, O.R (1996).
M.Sc. in advanced mathematics, 1997, University of Baghdad Ph.D. in Mathematics, University of Baghdad, college of science at Iraq, 2004.
2003.6-Present PhD Student, University of Jordan, College in science educational (administration educational) 2003-2004,2004-2005,?, University of Jordan.
Linguistic Knowledge;
|
language |
read |
write |
speak |
|
Arabic |
native |
native |
native |
|
English |
good |
good |
good |
|
French |
good |
good |
good |
|
Tamazight : Mother tongue |
good |
good |
good |
Present position
Senior lecturer, University of jar ash, 2004-
Previous professional appointments
Conference presentations
Oral presentations
Poster presentations
Academic Rank: Lecturer
Employment:
Teaching Assistant, Mathematics Department College of science, Philadelphia University, 2001-2002.
Assistant Summer Studies in Mathematics, Summer 2202.Teaching Assistant, Mathematics statistics, Isra’a University, 2001-2002
Graduate Teaching.
1. Measure Theory.
2. Functional Analysis.
3. Introduction to C¤-Algebras.
4. Noncom mutative Ring Theory.
5. Seminar in Operator Algebras.
6. Seminar in Analysis.
7. Mathematics Courses Taught.
8. Calculus.
9. Linear Algebra with Applications .
10. Abstract Algebra.
11. Linear Algebra.
12. Discrete Structures.
13. Advanced Calculus.
14. Introduction to Topology.
15. Graph Theory.
16. Introduction to statistics.
Previous Subjects:
Linear Optimization
Statistical methods
Mathematical analysis I
Mathematical analysis II
PhD courses
1. topics in complexity
2. spectral theory
3. topological Groups
4. topics in Qatijector
5. English language(1)
6. lie algebra theory
7. spectral theory
8. topics in comm. Algebra
9. topics in numerical analysis
10. English language(2)
Conference Organization.
Research; Area: Probability and Mathematical Statistics, and special functions.
Post Graduate Teaching.
1. Linear Algebra
2. Probability and Distribution Theory
3. Statistic Estimation Theory
4. Statistic Testing Hypotheses Theory
5. Applied Statistics
6. Linear Programming
7. Calculus
8. Operation Research
9. Numerical Analysis
10. Regression and correlation Analysis
11. Statistical Linear Models
12. Advanced Statistical Inferences
13. Stochastic Processes
14. Reliability Theory
15. Parametric statistics
16. Applied statistics
17. Advanced Probability and Distributions Theory
18. Robustness in statistics
19. Experimental Design
20. Multivariate Analysis
Articles;
1. On Tukeys Lambda Distributions Models.
Estimation of the parameters and the properties of this model are given,and a generalization of it is proposed which open a new horizons in computer manipulation for generating data from different continuous distributions.
2. Reliability of Mixture Extended General Gamma Distribution Model
a new distribution is proposed which contain ,as a special cases, many familiar distributions models. Also the properties and estimation of the parameters of the model are considered, and the properties of reliability and Hazard functions are given the mixture of this distribution together with the method of generating random numbers are included.
3. On extended Tukey's Lambda Distributions Models.
4. On Extended Generalized Gamma functions.
5. on Fitting the Extended Generalized Lambda Distribution to Income Data
6. on Fitting the Generalized Lambda Distribution to Income Data
NOTE: - several unwritten papers in different subjects such as optimal Search problem and Redundancy in Reliability will be accomplish latter