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Muhammad (Tutor in Worcester Park)

Muhammad
Muhammad
Tutor
Worcester Park, Surrey KT4
Home Town: Worcester Park
Member Since: 03/12/2017
Last Login: 1 day ago
Response Rate: 100%
Expected Response: < 2 days

Qualifications

PhD
university of kwazulu natal durban...
Applied Mathematics
research thesis  (2000)
MSc
Karachi University
Applied Mathematics
2nd Division  (1990)
BSc
punjab
Pure Mathematics, Applied Mathemati...
2nd Division  (1986)
BSc
punjab
pure maths, applied maths and physi...
2nd Division  (1985)
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Information about Muhammad

I HAVE PHD DEGREE (APPLIED MATHEMATICS) IN ASTROPHYSICS AND COSMOLOGY. MY RESEARCH SPECIALISE IN SPHERICALLY SYMMETRIC CHARGED EINSTEIN MAXWELL FIELD EQUATIONS AND ITS INVOLVES ON HIGHLY NON-LINEAR DIFFERENTIAL EQUATIONS TO SOLVE THESE SET OF EQUATIONS TO USE THE TECHNIQUE OF LIE ANALYSIS. I WORKED POST DOC AS A RESEARCH ASSOCIATE, DURBAN UNIVERSITY OF TECHNOLOGY. MY POST DOC RESEARCH IS ALSO INVOLVES HIGHLY NON LINEAR THREE DIMENSIONAL LOTTKA-VOLTERRA DIFFERENTIAL EQUATIONS AND TO SOLVE THESE SET OF EQUATIONS USE THE TECHNIQUE OF PAINLEVEANALYSIS. I PROCEED ONE PAPER SAM CONFERENCE IN 09 NOV 2001 AND ALSO PROCEEDING PAPERS DEPARTMENTAL SEMINAR.
I ALSO HAVE MSC DEGREE (APPLIED MATHEMATICS) IN MATHEMATICAL ANALYSIS, MODERN ALGEBRA, MATHEMATICAL ASTRONOMY, THEORITICAL ASTRONOMY, METHODS OF MATHEMATICAL PHYSICS, CLASSICAL MECHANICS, FLUID DYNAMICS, ELECTROMAGMETIC, SPECIAL OF RELATIVITY AND GENERAL THEORY OF RELATIVITY. I HAVE ELEVEN YEARS TEACHING EXPERIENCE TO TEACH MATHEMATICS I (FIRST YEAR), MATHEMATICS II (2NDYEAR), MATHEMATICS III (3RD YEAR) AND MATHEMATICS IV (4TH YEAR) UNIVERSITY LEVEL. I LOVE TEACHING PROFESSION AND TO DO RESEARCH IN ASTROPHYSICS AND COSMOLOGY. I ALSO HAVE POTENTIAL TO SUPERVISE MTECH AND DTECH RESEARCH STUDENTS. I ALSO DID FEW PAPERS AND ONE THESIS REVIEWING AND EDITORIAL WORK. I ALSO HAVE A EXPERIENCE TO LECTURING COMPUTER MATHEMATICA PACKAGE AND COMPUTER SOFTWARE PACKAGE MULIE.

________________________________________________________________________
PROFILE MUHAMMAD PASHA
EDUCATION AND QUALIFICATIONS
MUHAMMAD`S EDUCATION AND QUALIFICATIONS ARE LISTED BELOW
UNIVERSITY OF KWAZULU NATAL
DEGREE PhD
GRADE RESEARCH THESIS
DURBAN UNIVERSITY OF TECHNOLOGY
POST DOCTORAL RESEARCHER
GRADE RESEARCH ON PAINLEVELE ANALYSIS
INSTITUTION UNIVERSITY OF KARACHI
DEGREE MSc
GRADE 2.1 DIVISION
INSTITUTION UNIVERSITY OF PUNJAB
DEGREE BSc-PURE AND APPLIED MATHS AND PHYSICS
GRADE2.1
INSTITUTION UNIVERSITY OF PUNJAB
DEGREE BSc-PURE AND APPLIED MATHS AND STATISTICS
GRADE 2.1
SCHOOL
INSTITUTION
ADVANCED MATHEMATICS
AS LEVELS
INSTITUTION
ADVANCED MATHEMATICS-PURE MATHEMATICS, MECHANICS AND STATISTICS

PRIZES AND SCHOLARSHIPS
SCHOLARSHIP 1: THE FOUNDATION FOR RESEARCH DEVELOPMENT FOR FINANCIAL ASSISTANCE THROUGH THE AWARD OF A GRANT HOLDERS BURSARY IN THE OPEN RESEARCH PROGRAMME (FROM 1996 TO 1999)

SCHOLARSHIP 2: DEPARTMENTAL GRADUATE AWARD (FROM 1996 TO 1999)
1. DEPARTMENTAL GRADUATE ASSISTANT AWARD 1996
2. DEPARTMENTAL GRADUATE ASSISTANT AWARD 1997
3. DEPARTMENTAL GRADUATE ASSISTANT AWARD 1998
4. DEPARTMENTAL GRADUATE ASSISTANT AWARD 1999



POST DOCTORAL FELLOWSHIP

NAME OF TECHNIKON : DURBAN UNIVERSITY OF TECHNOLOGY
CENTRE FOR SYSTEM RESEARCH
PAPERS IN REFEREED PROCEEDINGS OF 44th ANNUAL CONFERENCE OF THE SOUTH AFRICAN (MATHEMATICAL SOCIETY NOV 2001)
PROCEDING PAPER TOPIC :

PAINELEVE ANALYSIS AND THREE DIMENTIONAL LOTTKA-VOLTERRA DIFFERENTIAL
EQUATIONS

ABSTRACT:
TAKING ADVANTAGE OF THE CONSIDERABLE AMOUNT OF WORK DONE IN THE SEARCH FOR THE FIRST INTEGRALS FOR THE THREE DIMENTIONAL LOTKA-VOLTERRA SYSTEM. WE COMPARE THE RELATIONS NEEDED TO EXHIBIT INVARIANTS TO THE TWO CONDITIONS OF THE PAINLEVE TEST (INDEX AND COMPATIBILITY). WE FIND THAT EVENTUALLY RESTRICTING THE INVARIANTS TO THOSE WHICH ARE ANALYTIC (ALL EXPONENTS INTEGERS) AND THEREBY ADDING NEW CONSTRAINTS ALWAYS COALESCE WITH THE PAINLEVE CONDITIONS. WE CONCLUDE THAT STRAIGHT-FORWARD APPLICATION OF THE PAINLEVE TEST PICKS UP ONLY THESE SIMPLE ANALYTIC INVARIANTS AND POSSESSION OF THE PAINLEVE PROPERTY IS TOO STRONG A CONDITION FOR THE EXISTENCE OF THE INVARIANTS.



8. REVIEWING AND EDITORIAL WORK
8A. PhD THESIS REVIEW AND EDITORIAL WORK 2002-2003 UNIVERSITY OF KWAZULU NATAL DURBAN.
TOPIC:- EINSTEIN MAXWELL SOLUTIONS
8B. REVIEWING AND EDITORIAL WORK 2000-2002 DURBAN UNIVERSITY OF TECHNOLOGY.

8C. REVIEWING AND EDITORIAL WORK
A. DESIGN OF REDUCED ORDER CONTROLLER CLASS FOR THE H-CONTROL PROBLEM WITH OBSERVATION DISTURBANCES.
B.1. SOLUTIONS OF EQUATIONS RELATED TO THE HYPERGEOMETRIC DIFFERENTIAL EQUATION
B.2. SPECIFYING Z AND E
B.a. THE HYPEGEOMETRIC EQUATION
C.a. A NEW SERIES SOLUTION VIA THE METHOD OF FROBENIOUS
C.b. OTHER FORMS OF Z AND E
D. CONDITION OF PRESSURE ISOTROPY
D.a. MUKHERJEE SOLUTION
D.b. A SECOND APPROACH TO THE MUKHERJEE SOLUTION
D.c. THE OSCILLATOR MODEL

OTHER QUALIFICATIONS
9. PHD UKZN -APPLIED MATHEMATICS (SPHERICALL SYMMETRIC CHARGED EINSTEIN MAXWELL EQUATIONS)
10. GENERAL THEORY OF RELATIVITY AND COSMOLOGY
11. POSTDOCTORAL -DUT FROM 2000 TO 2002
12. PAPER PROCEEDING OF 44TH ANNUAL SAM CONFERENCE 2001
13. PAINLEVE ANALYSIS AND 3-DIMENTIONAL LOTTKA-VOTERRA DIFFERENTIAL EQUATIONS.
14. MSC- APPLIED MATHEMATICS
15. BSC1- PURE PHYSICS,APPLIEDPHYSICS,MODERNPHYSICS,PUREMATHEMATICS,APPLIED MATHEMATICS
16. BSC2-MATHEMATICAL STATISTICS,STATISTICS,APPLIEDSTATISTICS,PURE MATHEMATICS AND APPLIED MATHEMATICS
17. 11 YEARS UNIVERSITIY AND TERTIARY LEVEL TEACHING EXPERIENCE OR TUTORING EXPERIENCE.

(18)I HAVE A EXPERIENCE TO LECTURING PURE MATHEMATICS, APPLIED MATHEMATICS, STATISTICS, APPLIED STATISTICS AND MATHEMATICAL STATISTICS (FIRST YEAR, SECOND YEAR, BSC PART1(3RD YEAR), BSC PART11 (4THYEAR), MSC AND PHD STUDENTS).
(19) I HAVE TUTORIAL CLASSES EXPERIENCE OR SUPERVISE.
(20) I HAVE A ABILITY TO TAKE PART DEPARTMENTS ADMINISTRATION TASKS.
(21) I HAVE A EXPERIENCE TO UPDATING OF COURSE MATERIAL.
(22) I HAVE ABILITY TO SUPERVISE MSC AND DOCTORAL STUDENTS (GENERAL THEORY OF RELATIVITY AND COSMOLOGY).
(23) I HAVE EXPERIENCE TO LECTURING MATHEMATICA PACKAGE AND MULIE SOFTWARE PACKAGE(FIRST YEAR STUDENTS, SECOND YEAR STUDENTS, AND BTECH STUDENTS DUT-TECHNKON NATAL, UNIVERSITY KWAZULU NATAL AND DUT-MLS CAMPUSES).
SUBJECTS TAUGHT BY MUHAMMAD ARE LISTED BELOW.
MATHEMATICS, PHYSICS AND STATISTICS
A-LEVEL, 11+, AS, GCSE, PRE-U,
7+, 8+, 9+, AND 11+
ADVANCED PURE MATHEMATICS AND APPLIED MATHEMATICS
A-LEVEL, BSc I, BSc II AND MASTER LEVEL DEGREE.
COMPUTER KNOWLEDGE
•LATEX,
•MATLAB
•MS WORD,
•MS EXCEL
•MS POWER POINT
•MATHEMATICA SOFTWARE PACKAGE
•MULIE SOFTWARE PACKAGE
•GEPHI SOFTWARE PACKAGE
•PAJEK SOFTWARE PACKAGE
•UCINET SOFTWARE PACKAGE
•SOCNET V SOFTWARE PACKAGE

Availability: seven days in a week after 5:00 pm

 MoTuWeThFrSaSu
Morning
Afternoon
After School
Evening

Willing to travel: 10 miles

Experience: AT THE MOMENT I AM PhD RESEARCH STUDENT ON THE TOPIC OF SOCIAL NETWORK ANALYSIS TOOLS AND TECHNIQUES (SCHOOL OF COMPUTER) IN PORTSMOUTH UNIVERSITY. I HAVE A ELEVEN YEARS TEACHING EXPERIENCE TO TEACH MATHEMATICS FROM AGE GROUP 5-19 YEARS, 11+, 13+, EXAMINATIONS AND PLUS GCSE, O LEVEL, A LEVEL , FIRST YEAR, 2ND YEAR, III YEAR AND IVTH YEAR AND AS WELL AS MASTER LEVEL STUDENTS. IN YOUR TUTION CENTRE I WANT TO APPLY FOR THE POSITION OF MATHEMATICS TUTOSHIP FROM AGE GROUP 5-19 YEAR AND SPECIALLY-11+,13+, EXAMANATIONS, GCSE, O LEVEL, ALEVEL.

DBS (CRB) Check: Yes


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