Lecture

Stock Market Simulation

This module focuses on stock market simulation, where students can apply their programming skills in a financial context. Key topics include:

  • Simulating stock market scenarios to understand market behavior.
  • Applying programming concepts to develop market models.
  • Learning about investment strategies through simulations.

Students will gain practical experience in financial modeling and analysis.


Course Lectures
  • This module sets the stage for the course, outlining its goals and objectives. Students will learn about:

    • The definition and importance of computation.
    • Basic data types and their usage in programming.
    • Operators and variables, crucial for any programming task.

    By understanding these foundational concepts, students will be prepared to engage with more complex programming topics.

  • Operators and Operands
    Eric Grimsom

    This module delves into operators and operands, essential components in programming. Students will gain insights into:

    • Different types of operators and their functionalities.
    • How to write statements and utilize branching.
    • Conditionals and iteration for controlling program flow.

    By the end of this module, students will be able to create more dynamic and interactive programs.

  • Common Code Patterns
    Eric Grimsom

    This module introduces common coding patterns, focusing on iterative programming. Key topics include:

    • Recognizing and applying common patterns in code.
    • Understanding how loops function within a program.
    • Practicing writing iterative solutions to various problems.

    Students will enhance their programming logic and problem-solving abilities through hands-on exercises.

  • This module focuses on decomposition and abstraction through functions, essential programming concepts. Students will learn to:

    • Break down complex problems into manageable functions.
    • Utilize abstraction to simplify code and enhance readability.
    • Get introduced to recursion, a powerful problem-solving technique.

    These skills will empower students to write cleaner and more efficient code.

  • Floating Point Numbers
    Eric Grimsom

    This module covers floating point numbers and their significance in programming. Key learning points include:

    • Understanding floating point representation and its precision issues.
    • Exploring the concept of successive refinement in calculations.
    • Learning techniques for finding roots of equations.

    By mastering these topics, students will be prepared for more advanced numerical programming tasks.

  • Bisection Methods
    Eric Grimsom

    This module introduces bisection methods and Newton/Raphson techniques, along with an introduction to lists. Students will learn about:

    • Understanding how bisection methods can be employed to solve equations.
    • Applying Newton/Raphson for more efficient root-finding.
    • Getting started with lists, a vital data structure in Python.

    These concepts will broaden the students' programming toolkit, enabling more complex problem-solving.

  • Lists and Mutability
    Eric Grimsom

    This module focuses on lists and mutability, along with dictionaries and pseudocode. Key topics include:

    • Understanding lists, their mutability, and practical applications.
    • Introduction to dictionaries as an important data structure.
    • Using pseudocode to plan and visualize code before implementation.
    • Introduction to efficiency in programming.

    Students will gain a deeper comprehension of data structures and their use cases in programming.

  • Complexity
    Eric Grimsom

    This module introduces the concept of complexity in algorithms. Students will learn about:

    • Different types of algorithmic complexity: log, linear, quadratic, and exponential.
    • How to analyze the performance of algorithms.
    • Understanding the trade-offs between time and space complexity.

    These concepts are essential for writing efficient and effective code.

  • Binary Search
    Eric Grimsom

    This module covers the binary search algorithm along with sorting techniques, specifically bubble and selection sorts. Key areas include:

    • Understanding the binary search algorithm and its efficiency.
    • Learning how bubble sort and selection sort work.
    • Comparing different sorting algorithms and their use cases.

    Students will gain practical skills in implementing and analyzing search and sorting algorithms.

  • This module introduces divide and conquer methods, focusing on merge sort and exception handling. Students will learn:

    • How divide and conquer strategies can simplify complex problems.
    • Implementation of merge sort as a powerful sorting algorithm.
    • Handling exceptions in Python for robust program development.

    These techniques will prepare students for more advanced programming challenges.

  • Testing and Debugging
    Eric Grimsom

    This module focuses on testing and debugging, essential skills for any programmer. Students will learn about:

    • Strategies for effective testing of code.
    • Common debugging techniques to identify and fix errors.
    • Best practices for maintaining code quality.

    By mastering these skills, students will enhance their programming proficiency and confidence.

  • Knapsack Problem
    Eric Grimsom

    This module further explores debugging and introduces the knapsack problem, along with dynamic programming concepts. Key areas include:

    • More advanced debugging techniques for complex issues.
    • A comprehensive overview of the knapsack problem.
    • Introduction to dynamic programming as a method for solving optimization problems.

    Students will develop critical thinking skills and learn to apply dynamic programming in various contexts.

  • Dynamic Programming
    Eric Grimsom

    This module focuses on dynamic programming, emphasizing overlapping subproblems and optimal substructure. Students will learn about:

    • Understanding the principles of dynamic programming.
    • Identifying problems that exhibit overlapping subproblems.
    • Applying optimal substructure in problem-solving.

    These concepts are crucial for efficiently solving a range of computational problems.

  • This module introduces object-oriented programming (OOP) principles through the analysis of the knapsack problem. Key learning points include:

    • Understanding the fundamentals of OOP and its advantages.
    • How to apply OOP concepts to the knapsack problem.
    • Developing programs that utilize OOP methodologies effectively.

    By mastering OOP, students will enhance their programming capabilities and design robust software solutions.

  • This module focuses on abstract data types (ADTs), including classes and methods in Python. Key areas of study include:

    • Defining and implementing abstract data types.
    • Understanding the role of classes and methods in programming.
    • Applying ADTs to solve complex problems effectively.

    Students will develop a strong foundation in OOP and its practical applications in coding.

  • Encapsulation
    Eric Grimsom

    This module introduces key concepts related to encapsulation in programming, including inheritance and shadowing. Students will learn:

    • The significance of encapsulation in protecting data.
    • How inheritance promotes code reuse and structure.
    • Understanding shadowing and its implications in programming.

    These concepts are vital for writing maintainable and scalable code.

  • Computational Models
    Eric Grimsom

    This module covers computational models, specifically focusing on random walk simulations. Key learning points include:

    • Understanding the concept of random walks and their applications.
    • Simulating random walks to visualize computational models.
    • Analyzing outcomes and patterns from simulations.

    Students will gain practical experience in modeling and simulation techniques.

  • This module focuses on presenting simulation results, utilizing Pylab and plotting techniques. Key areas of study include:

    • How to effectively present data from simulations.
    • Utilizing Pylab for data visualization in Python.
    • Creating clear and informative plots to convey results.

    Students will learn to communicate their findings effectively through visual means.

  • This module introduces digital communication, providing an overview of what computer scientists do. Students will learn about:

    • The different roles and responsibilities of computer scientists.
    • How digital communication plays a vital role in technology.
    • Real-world applications of computer science.

    This foundational knowledge will help contextualize their learning in the broader field of computer science.

  • Biased Random Walks
    Eric Grimsom

    This module explores biased random walks and their relationship with distributions. Key topics include:

    • Understanding biased random walks and their applications in simulations.
    • Examining different types of distributions related to random walks.
    • Analyzing the impact of bias on random processes.

    Students will gain a deeper understanding of randomness in computational models.

  • This module introduces Monte Carlo simulations, focusing on estimating pi. Students will learn:

    • The principles behind Monte Carlo simulations and their applications.
    • How to implement Monte Carlo methods to estimate pi.
    • Analyzing results and understanding the significance of random sampling.

    These techniques will enhance students' skills in probabilistic modeling and simulation.

  • This module focuses on validating simulation results, covering curve fitting and linear regression techniques. Key learning points include:

    • Understanding the importance of validating simulation outcomes.
    • Applying curve fitting techniques to model data accurately.
    • Implementing linear regression to analyze relationships between variables.

    Students will learn how to ensure their simulations are reliable and meaningful.

  • This module explores normal, uniform, and exponential distributions, along with the misuse of statistics. Students will learn about:

    • The characteristics and applications of different statistical distributions.
    • How to interpret and analyze data using these distributions.
    • Common pitfalls and misuse of statistics in various contexts.

    These insights will help students become more informed consumers of statistical information.

  • This module focuses on stock market simulation, where students can apply their programming skills in a financial context. Key topics include:

    • Simulating stock market scenarios to understand market behavior.
    • Applying programming concepts to develop market models.
    • Learning about investment strategies through simulations.

    Students will gain practical experience in financial modeling and analysis.