From d13422676e39acf82f4556c6674444ff45db0fe8 Mon Sep 17 00:00:00 2001 From: Brendan Chen Date: Tue, 30 Dec 2025 15:52:23 -0800 Subject: [PATCH] Add a note on software engineering classes This note has a future date, so it won't be visible right away. Re-run the GitHub Actions workflow on 2025.12.31 for it to be visible. --- .../2025-12-31-fowler-engineering-classes.md | 51 ++++++++++++++++++ .../cheatsheet.pdf | Bin 0 -> 489761 bytes 2 files changed, 51 insertions(+) create mode 100644 _posts/2025-12-31-fowler-engineering-classes.md create mode 100644 assets/blog/2025-12-31-fowler-engineering-classes/cheatsheet.pdf diff --git a/_posts/2025-12-31-fowler-engineering-classes.md b/_posts/2025-12-31-fowler-engineering-classes.md new file mode 100644 index 0000000..78a7ba4 --- /dev/null +++ b/_posts/2025-12-31-fowler-engineering-classes.md @@ -0,0 +1,51 @@ +--- +title: "Thoughts on software engineering classes at Chapman University" +layout: post +date: 2025.12.31 +--- + +*This is part of a series detailing my experience at the [Fowler School of Engineering](https://www.chapman.edu/engineering/index.aspx) at Chapman University.* + +From first entering the school, the way that classes were organized played an important role in shaping my foundational CS knowledge. My first class was an introduction to object-oriented programming (OOP) in Java. Others may have also taken this first, or taken the Python class before this one. + +Even though this class seemed rudimentary at first, I've learned that there is always something to take away if you pay close enough attention. For me, I knew Java but not object-oriented programming; I knew how to trace the execution of a program, but not how to design one that was well thought out. Even with many questions surrounding object oriented programming ([Is it good? Is it bad?](https://alexanderdanilov.dev/en/articles/oop)), this class served its purpose as an introduction. Put another way: without taking this class, I would've been less informed on how to approach the OOP vs. functional programming (FP) discussion, in the first place. + +The full introductory track is Python, followed by object-oriented programming, and data structures and algorithms. Beyond the introductory classes, several stood out to me in particular. + +## Operating Systems + +This class focuses on the theory of operating systems. Concepts were mostly applied in Linux, but there were a few discussions on Windows as well. We covered memory, threading, synchronization, I/O systems, and basics of computer architecture. **To give you a better idea of the contents, I found [my old cheatsheet](/assets/blog/2025-12-31-fowler-engineering-classes/cheatsheet.pdf) for the class's final exam.** + +Programming assignments were written in C, covering concepts like threading, CPU scheduling, producers/consumers, and memory management. + +For such a content heavy class, it was actually pretty engaging. We had a class quiz at the end of each chapter, which lacked the pressure of a regular quiz but still required students to know the content. Midterm reviews were Jeopardy-style while the final review was a twist on Who Wants To Be a Millionaire. I can't really think of a better way to teach what a mutex lock is, so props to professor Tom Springer. + +## Algorithm Analysis + +I took this class with professor Jonathan Weinberger. I would split this class into three parts: automata theory, Turing machines, and boolean satisfiability. + +[Automata theory](https://en.wikipedia.org/wiki/Automata_theory) covered deterministic finite automata (DFAs) and their non-deterministic variant (NFAs). As someone who's touched game development a few times, it felt like learning the fundamentals of state machines. We learned how to break down a language into accepted and non-accepted words, how to categorize a language as regular, and applications of DFAs and NFAs. I was particularly interested in using NFAs for [pattern matching in regex engines](https://www.abstractsyntaxseed.com/blog/regex-engine/implementing-a-nfa), and to analyze race conditions. + +The theory of [Turing machines](https://en.wikipedia.org/wiki/Turing_machine) added an extra dimension to state transitions: the *storage tape*. At this point I had a better understanding of why all programming languages share some similarities. + +We didn't actually spend too much time on [boolean satisfiability](https://en.wikipedia.org/wiki/Boolean_satisfiability_problem), but it was significant enough for me to count it as a major part. We were taught the basics of conjunctive normal form (CNF), and then left to develop a Sudoku solver as an assignment. This experience forced many of these abstract concepts to work together. I learned how to represent a Sudoku grid in CNF, and how to "pin" numbers using dynamic programming. + +I have to say, this was the most difficult class I took at Chapman, and one where many concepts didn't make sense until the very end of the class. But, this class has helped my skills as well. + +## Programming Languages + +I took this class with professor Alexander Kurz. Concept-wise, I would split this class into rewriting theory, lambda calculus, and context-free grammars. There was more, but those were the concepts that predominantly lingered. + +Rewriting theory covered the basics of abstract reduction systems (e.g. the [MU puzzle](https://en.wikipedia.org/wiki/MU_puzzle), the [Towers of Hanoi](https://en.wikipedia.org/wiki/Tower_of_Hanoi)) and how to represent these systems as trees. We learned what it meant for a system to be terminating and/or convergent, and what a normal form was. + +[Lambda calculus](https://en.wikipedia.org/wiki/Lambda_calculus) was where the course really started to get serious. Being the simplest Turing-complete language, we learned that every program written in other Turing-complete languages could be theoretically reduced to this form. In this language, everything is a function, and "execution" is just rewriting theory applied through alpha-reduction and beta-reduction. [Even numbers are functions](https://en.wikipedia.org/wiki/Church_encoding). + +[Context-free grammars (CFGs)](https://en.wikipedia.org/wiki/Context-free_grammar) were taught in the context of lambda calculus, but we actually first practiced it by developing a calculator (*not* in [Reverse Polish Notation](https://en.wikipedia.org/wiki/Reverse_Polish_notation), but parsing normal human-readable syntax). Key to this was the concept of **precedence**, the idea that multiplication should be grouped as a sub-expression compared to addition, and exponents being an even tighter group beyond that. For our final assignment, we lifted this calculator grammar definition (written using [Lark](https://lark-parser.readthedocs.io/en/latest/)) and put it into a fully-featured interpreter for lambda calculus. + +I found it particularly interesting that lambda calculus was invented *before* modern computers, where it was originally a construct designed for math. In building an interpreter for it, I trained myself on how to work with ASTs, using classic techniques like DFS and backtracking in a new way. Each new syntax feature that was requested by the professor (including lists, variable declarations, and consecutive single-line statements) was a new avenue of potential bugs that could bring the interpreter to a halt. This is not to mention name substitution (alpha-reduction), which felt like a whole other problem space! + +In the end, taking this class has made me interested in building an interpreter for a language written in a more modern style. So, in terms of getting me interested in this field, I think the class succeeded. + +## Conclusion + +I was generally satisfied with the engineering classes at Chapman. Some classes, like Operating Systems, covered the content to such a depth that I felt immediately comfortable in talking about the concepts and applications. 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