Subjects and References Of Department of Mathematics  Faculty of Science and Health  For Diploma, Master, and PhD Examination

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Subjects and References Of Department of Mathematics  Faculty of Science and Health  For Diploma, Master, and PhD Examination

1. Diploma Degree

Subject
References
1. Calculus
Thomas' Calculus 14th Edition by Joel Hass, Christopher  Heil, Maurice Weir (2018).
2. Foundations of Mathematics
Foundations Of Mathematics, Abdulqader O.  Hamadameen, 2022.
3. Ordinary Differential Equations
Ahmad, S. and Ambrosetti, A., 2015. A textbook on  ordinary differential equations (Vol. 88). Springer.
4. Linear Algebra
1. Anton, H. and Rorres, C., 2013. Elementary linear  algebra: applications version. John Wiley & Sons.
2. Gareth Williams, 2012. Linear Algebra with  Applications.
 

 

2. Master Degree

Subject
References
1. Calculus and Advanced Calculus
Thomas' Calculus 14th Edition by Joel Hass, Christopher  Heil, Maurice Weir (2018).
2. Foundations of Mathematics
Foundations Of Mathematics, Abdulqader O.  Hamadameen, 2022.
3. Ordinary Differential Equations
Ahmad, S. and Ambrosetti, A., 2015. A textbook on  ordinary differential equations (Vol. 88). Springer.
4. Linear Algebra
1. Anton, H. and Rorres, C., 2013. Elementary linear  algebra: applications version. John Wiley & Sons.
2. Gareth Williams, 2012. Linear Algebra with  Applications.
5. Abstract Algebra
1. Gregory T. Lee · 2018, Abstract Algebra: An  Introductory Course.
2. W. Keith Nicholson · 2012, Introduction to Abstract  Algebra.
6. Numerical Analysis
1. G Shanker Rao, 2006, Numerical Analysis.
2. Steven E. Pav, 2005, Numerical Methods Course  Notes.

3. PhD: Pure Mathematics (Topology)

Subject
References
1. General Topology
1. Colin Conrad Adams, Robert David Franzosa, 2008, Introduction  to Topology: Pure and Applied.
2. Seymour Lipschutz, 2011, Schaums Outline of General Topology.
2. Abstract Algebra
1. Gregory T. Lee · 2018, Abstract Algebra: An Introductory  Course.
2. W. Keith Nicholson · 2012, Introduction to Abstract Algebra.
3. Mathematical Analysis
1. Walter Rudin,1964, Principles of Mathematical 2. Analysis. 2. H. L. Royden, 1988, Real Analysis
4. Differential Equations
1. Shearer, M. and Levy, R., 2015. Partial differential equations: An  introduction to theory and applications. Princeton University Press.
2. Ahmad, S. and Ambrosetti, A., 2015. A textbook on ordinary  differential equations (Vol. 88). Springer.
5. Advanced Calculus
Thomas' Calculus 14th Edition by Joel Hass, Christopher  Heil, Maurice Weir (2018).

 

3. PhD: Applied Mathematics (Numerical Analysis)

Subject
References
1. Numerical Analysis
1. G Shanker Rao, 2006, Numerical Analysis.
2. Steven E. Pav, 2005, Numerical Methods Course Notes.
2. Mathematical Analysis
1. Walter Rudin,1964, Principles of Mathematical 2. Analysis. 2. H. L. Royden, 1988, Real Analysis
3. Differential Equations
1. Shearer, M. and Levy, R., 2015. Partial differential equations: An  introduction to theory and applications. Princeton University Press.
2. Ahmad, S. and Ambrosetti, A., 2015. A textbook on ordinary  differential equations (Vol. 88). Springer.
4. Linear Algebra
1. Anton, H. and Rorres, C., 2013. Elementary linear algebra:  applications version. John Wiley & Sons.
2. Gareth Williams, 2012. Linear Algebra with Applications.
5. Advanced Calculus
Thomas' Calculus 14th Edition by Joel Hass, Christopher  Heil, Maurice Weir (2018).
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