Comprehensive Course Listing for Financial Engineering Program
Semester | Course Code | Course Title | Credit Structure (L-T-P-C) | Prerequisites |
---|---|---|---|---|
1 | MATH101 | Calculus I | 3-0-0-3 | - |
1 | MATH102 | Linear Algebra | 3-0-0-3 | - |
1 | PHYS101 | Physics I | 3-0-0-3 | - |
1 | CHEM101 | Chemistry I | 3-0-0-3 | - |
1 | COMP101 | Programming Fundamentals | 2-0-2-3 | - |
1 | ENG101 | English for Technical Communication | 2-0-0-2 | - |
1 | INTRO101 | Introduction to Financial Engineering | 2-0-0-2 | - |
2 | MATH201 | Calculus II | 3-0-0-3 | MATH101 |
2 | MATH202 | Probability and Statistics | 3-0-0-3 | MATH101 |
2 | PHYS201 | Physics II | 3-0-0-3 | PHYS101 |
2 | CHEM201 | Chemistry II | 3-0-0-3 | CHEM101 |
2 | COMP201 | Data Structures and Algorithms | 2-0-2-3 | COMP101 |
2 | ENG201 | Technical Writing and Presentation | 2-0-0-2 | - |
2 | MATH203 | Differential Equations | 3-0-0-3 | MATH101 |
3 | MATH301 | Advanced Calculus | 3-0-0-3 | MATH201 |
3 | ECON301 | Microeconomics | 3-0-0-3 | - |
3 | FIN301 | Financial Markets and Institutions | 3-0-0-3 | - |
3 | COMP301 | Database Systems | 2-0-2-3 | COMP201 |
3 | STAT301 | Statistical Inference | 3-0-0-3 | MATH202 |
3 | ECON302 | Macroeconomics | 3-0-0-3 | ECON301 |
3 | MATH302 | Linear Programming and Optimization | 3-0-0-3 | MATH201 |
4 | MATH401 | Stochastic Calculus | 3-0-0-3 | MATH301 |
4 | FIN401 | Derivatives and Risk Management | 3-0-0-3 | FIN301 |
4 | ECON401 | Financial Econometrics | 3-0-0-3 | ECON301 |
4 | COMP401 | Advanced Programming and Simulation | 2-0-2-3 | COMP301 |
4 | STAT401 | Time Series Analysis | 3-0-0-3 | STAT301 |
4 | MATH402 | Numerical Methods for Finance | 3-0-0-3 | MATH301 |
5 | MATH501 | Monte Carlo Methods for Finance | 3-0-0-3 | MATH401 |
5 | FIN501 | Quantitative Risk Analysis | 3-0-0-3 | FIN401 |
5 | ECON501 | Advanced Econometrics | 3-0-0-3 | ECON401 |
5 | COMP501 | Machine Learning for Finance | 2-0-2-3 | COMP401 |
5 | STAT501 | Advanced Statistical Modeling | 3-0-0-3 | STAT401 |
5 | MATH502 | Financial Mathematics | 3-0-0-3 | MATH401 |
6 | MATH601 | Computational Finance | 3-0-0-3 | MATH501 |
6 | FIN601 | Algorithmic Trading Strategies | 3-0-0-3 | FIN501 |
6 | ECON601 | Behavioral Finance | 3-0-0-3 | ECON501 |
6 | COMP601 | Financial Data Analytics | 2-0-2-3 | COMP501 |
6 | STAT601 | Advanced Time Series Analysis | 3-0-0-3 | STAT501 |
6 | MATH602 | Optimization Techniques in Finance | 3-0-0-3 | MATH502 |
7 | FIN701 | Capstone Project I | 4-0-0-4 | FIN601 |
7 | COMP701 | Research Methodology | 2-0-0-2 | - |
7 | MATH701 | Special Topics in Financial Engineering | 3-0-0-3 | MATH601 |
8 | FIN801 | Capstone Project II | 4-0-0-4 | FIN701 |
8 | COMP801 | Advanced Research Project | 4-0-0-4 | COMP701 |
8 | MATH801 | Thesis Preparation | 2-0-0-2 | MATH701 |
Detailed Course Descriptions for Advanced Departmental Electives
The department's philosophy on project-based learning is deeply rooted in the belief that practical experience is essential for developing competent professionals. Our approach emphasizes hands-on learning where students apply theoretical knowledge to solve real-world problems, fostering critical thinking and innovation.
Mini-projects are integrated throughout the curriculum as a way to reinforce concepts learned in lectures and provide early exposure to research methodologies. These projects typically last 4-6 weeks and require students to work in teams of 3-5 members, mirroring professional environments where collaboration is key. Each project includes clear learning objectives, evaluation criteria, and mentorship from faculty members.
The final-year thesis/capstone project represents the culmination of a student's academic journey, requiring them to demonstrate comprehensive understanding of their chosen field. Students work closely with faculty mentors to select research topics that align with current industry challenges or emerging trends in financial engineering.
Project selection involves a rigorous process where students present proposals to faculty committees. The selection criteria include the relevance of the topic, feasibility of implementation, and potential for innovation. Students are encouraged to propose projects that address real-world problems and have practical applications in the financial sector.
The structure of our project-based learning approach includes several key components: problem identification, literature review, methodology development, implementation, analysis, and presentation. This comprehensive framework ensures that students develop both technical skills and professional competencies required for success in their careers.
Advanced Departmental Elective Courses
The Monte Carlo Methods for Finance course provides students with advanced techniques for pricing financial derivatives and managing risk using simulation-based approaches. Students learn to implement complex algorithms for option pricing, portfolio optimization, and risk assessment using Monte Carlo simulations. The course emphasizes both theoretical foundations and practical applications, with hands-on laboratory sessions that allow students to experiment with real market data.
Quantitative Risk Analysis focuses on developing sophisticated methods for identifying, measuring, and mitigating financial risks. Students study various risk metrics including Value at Risk (VaR), Expected Shortfall, and stress testing methodologies. The course covers both traditional risk management approaches and cutting-edge techniques that incorporate machine learning and big data analytics.
Advanced Econometrics introduces students to complex statistical models used in financial research and analysis. Topics include panel data analysis, time series modeling, and simultaneous equations estimation. Students learn to apply these methods to real-world financial problems and develop skills in using econometric software for large-scale data analysis.
Machine Learning for Finance covers the application of artificial intelligence techniques to financial markets and instruments. Students study supervised and unsupervised learning algorithms, neural networks, and deep learning architectures specifically designed for financial applications. The course includes practical implementation projects that allow students to develop trading algorithms and predictive models.
Financial Data Analytics focuses on extracting insights from large datasets using advanced statistical methods and data visualization techniques. Students learn to handle big data challenges in finance, including data cleaning, preprocessing, and feature engineering. The course emphasizes practical skills for analyzing financial markets and developing data-driven investment strategies.
Algorithmic Trading Strategies explores the design and implementation of automated trading systems. Students study market microstructure, order book dynamics, and execution algorithms. The course includes hands-on experience with trading platforms and simulation environments that allow students to test their strategies in realistic market conditions.
Behavioral Finance examines the psychological factors that influence financial decision-making and market behavior. Students learn about cognitive biases, prospect theory, and the impact of emotions on investment choices. The course combines theoretical concepts with practical applications through case studies and simulations.
Financial Mathematics provides a comprehensive treatment of mathematical models used in finance. Students study stochastic processes, Brownian motion, and partial differential equations that form the foundation of modern financial engineering. The course emphasizes both theoretical understanding and practical applications in derivative pricing and risk management.
Optimization Techniques in Finance covers advanced mathematical optimization methods applied to financial problems. Students learn about linear programming, nonlinear optimization, and dynamic programming techniques. The course includes applications to portfolio optimization, resource allocation, and risk management strategies.
Computational Finance focuses on numerical methods for solving complex financial problems using computer simulations and algorithms. Students develop skills in implementing financial models, conducting sensitivity analysis, and optimizing computational efficiency. The course emphasizes practical implementation and performance optimization of financial algorithms.
Financial Engineering Capstone Projects provide students with the opportunity to work on comprehensive projects that integrate knowledge from multiple disciplines. These projects typically involve collaboration with industry partners or research institutions and require students to apply their skills to address real-world challenges in financial engineering.
Special Topics in Financial Engineering allows students to explore emerging areas of research and innovation in the field. Topics vary each semester based on current developments in financial markets and technology trends. Students engage in advanced research projects that contribute to the growing body of knowledge in financial engineering.
Research Methodology provides students with essential skills for conducting independent research and scholarly work. The course covers literature review techniques, experimental design, data analysis methods, and academic writing standards. Students learn to formulate research questions, design studies, and communicate findings effectively through presentations and publications.
Advanced Statistical Modeling introduces students to sophisticated statistical techniques used in financial research. Topics include multivariate analysis, Bayesian inference, and hierarchical modeling. Students learn to apply these methods to complex financial datasets and develop skills in using advanced statistical software for data analysis.
Thesis Preparation guides students through the process of developing and writing a comprehensive research thesis. The course covers academic writing standards, literature review techniques, and research methodology. Students receive individual mentorship from faculty members to ensure successful completion of their final projects.