Page 126 - Handbook Bachelor Degree of Science Academic Session 20202021

Faculty of Science Handbook, Academic Session 2020/2021

References: 4. Singiresu S. Rao. (2009). Engineering optimization:
th
1. Colley, S. J. (2012). Vector calculus (4 ed.). Pearson Theory and practice. John Wiley & Sons, Inc.
Education, Inc.
2. Thomas, G. B., Weir, M. D., & Hass, J. (2018). Thomas’
th
calculus early transcendentals (14 ed.). Pearson SIN2009 COMPUTER GRAPHICS
Education, Inc. (Chap. 12-16)
3. Lipschutz, S., Spellman, D., & Spiegel, M. R. (2009). Introduction to C++ Compiler and OpenGL. Plane geometric
Schaum’s outline of vector analysis. McGraw-Hill coordinate. Coordinate transformations. Polynomial
Companies, Inc. interpolation. Continuity. Curve and surface design.
4. Joag, P. S. (2016). An Introduction to Vectors, Vector
operators and vector analysis. Cambridge University Assessment
Press. Continuous Assessment: 40%
5. Galbis, A., & Maestre, M. (2012). Vector analysis Final Examination: 60%
versus vector calculus. Springer Science+Business
Media, LLC. Medium of Instruction:
Bahasa Malaysia/ English

SIN2007 MANAGEMENT MATHEMATICS Soft Skills:
CS3, TS3, LL2, LS2
Output function: Theory and some concepts. Break even
model. Optimization profit for monopoly and oligopoly References
market. Inventory model. EOQ Model, reordering point, finite 1. D. F. Rogers, & J. A. Adams. (1990). Mathematical
nd
input rate, shortage and quantity discount. Probabilistic elements for computer graphics (2 ed.). McGraw Hill.
Model, safety stock and efficiency level. 2. Donald Hearn, & M. Pauline Baker. (1994). Computer
graphics. Prentice Hall.
Assessment 3. F. S. Hill, Jr. (2001). Computer graphics using OpenGL
Continuous Assessment: 40% (2 ed.). Prentice Hall.
nd
Final Examination: 60% 4. Zhigang Xiang, & Roy Plastock. (2000) Schaum’s
outline of theory and problems of computer graphics
nd
Medium of Instruction: (2 ed.). McGraw-Hill.
Bahasa Malaysia 5. Richard S. Wright, Jr., & Michael Sweet. (2000).
nd
OpenGL superbible (2 ed.). Waite Group Press.
Soft Skills:
CS3, CTPS3, LL2 SIN3001 INTRODUCTION TO QUANTUM
MECHANICS WITH COMPUTERS
References:
1. Baldani, J. (1996). Mathematical economics. The Introduction to Quantum mechanics. The wave-function and
Dryden Press. its interpretation. One-dimensional time-independent
2. Davies, K.R., McKeown, P.G., & Rakas, T.R. (1986). Schrodinger equation. Solution for the cases of the infinite-
Management science: An introduction. Kent Publishing and finite-square well, harmonic oscillator potential and free-
Company. particle case. Formalism of quantum mechanics. Two- and
3. Winston, W.L. (1994). Operations research: three-dimensional systems. The hydrogen atom. The
rd
applications and algorithms (3 ed.). Duxbury Press. concept of spin.
4. Hillier, Frederick S. (1995). Introductory to operations
research (6 ed.). New York: McGraw-Hill. Assessment
th
5. Taha, Hamdy A (2011). Operations research: An Continuous Assessment: 50%
th
introduction (8 ed.). New York: Mcmillan. Final Examination: 50%
6. C.D.J. Waters. (2003). Inventory control and
management. Canada: University of Calgary. Medium of Instruction:
English

SIN2008 OPTIMIZATION TECHNIQUE Soft Skills:
CS3, CTPS3, LL2
Unconstraint optimization, necessary and enough conditions
for optimality. Constraint optimization. Type of constraint. References
Special technique for solving non-linear problem. 1. David J. Griffiths, & Darrell F. Schroeter. (2018).
Introduction to quantum Mechanics (3 ed.).
rd
Assessment Cambridge University Press.
nd
Continuous Assessment: 40% 2. A. F. J. Levi. (2006). Applied quantum mechanics (2
Final Examination: 60% ed.). Cambridge University Press.
3. Joshua Izaac, & Jingbo Wang. (2018). Computational
Medium of Instruction: quantum mechanics. Springer Nature Switzerland AG.
Bahasa Malaysia/English 4. Paul R. Berman. (2018). Introductory quantum
mechanics. Springer International Publishing AG.
Soft Skills: 5. Nelson Bolivar, & Gabriel Abelian. (2018). Quantum
CTPS3, LL2, CS3 mechanics: Axiomatic theory with modern
applications. Apple Academic Press, Inc.
References
1. Philip E. Grill, Walter Murray, & Margaret H. Wright. SIN3002 CRYPTOGRAPHY
(1982). Practical Optimization. Emerald Group
Publishing Limited. Basic concept of cryptography, data security, complexity
2. C. Mohan, & Kusum Deep. (2009). Optimization theory and number theory. Encryption algorithms: Secret key
techniques. New Age Science. cryptography, public key cryptography, hash functions.
3. L. R. Foulds. (1981). Optimization techniques an Quantum cryptography. Applications of cryptographic
introduction. Springer. algorithms.

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