Operating system design and implementation. Process management, memory management, processor scheduling, concurrency, and deadlock.

Taken: Fall 2023

Advanced concepts and techniques in cryptography and data security.

Taken: Fall 2023

Introduction to computer programming. Problem solving techniques and development of algorithms. Structured programming concepts. Introduction to object-oriented programming.

Taken: Fall 2021

Discrete mathematics for computer science. Introduction to the theory of computation, including finite automata, regular expressions, context-free grammars, Turing machines, undecidability, and computational complexity.

Taken: Spring 2022

Introduction to C programming. Pointers, dynamic memory allocation, recursion, concurrency, and data structures.

Taken: Spring 2022

Digital logic, instruction sets, x86 assemlby language programming, virtual memory, polling and interrupts.

Taken: Fall 2022

Abstract data types, stacks, queues, lists, trees, heaps, priority queues, balanced trees, graphs, hashing, sorting, and searching. Programming assignments in Java.

Taken: Fall 2022

Process address space, compiling, bash scripting, UNIX system calls, programming with threads, networks and socket programming, memory allocation, SQL, source control systems, and team software development. Shell project.

Taken: Spring 2023

Software life cycle models, requirements analysis, software design, implementation, testing, and maintenance. Semester long team software project with scrum methodology.

Taken: Spring 2023

Complexity ananlysis, design, and proofs of correctness for problems utilizing divide and conquer, dynamic programming, linear programming, randomization, selection, computational geometry, shortest paths and graphs, load balancing and chernoff bounds. Theory of computation.

Taken: Spring 2023

Classical ciphers, block ciphers, public key cryptography, RSA, hash functions, and digital signatures.

Taken: Spring 2023

Vectors, vector functions and space curves, partial derivatives, multiple integrals, line integrals, Green's Theorem, Stokes' Theorem, and the Divergence Theorem.

Taken: Fall 2021

Linear algebra for math majors. Systems of linear equations, matrices, determinants, vector spaces, linear transformations, eigenvalues, eigenvectors, and applications.

Taken: Spring 2022

Introduction to proof techniques and mathematical rigor. Topics include logic, sets, functions, relations, cardinality, mathematical induction, extreme, meme, and intermediate value theorems.

Taken: Spring 2022

First order equations, linear equations, linear systems, Laplace transforms, numerical methods, series solutions, and applications.

Taken: Fall 2022

Rigorous examination of probability spaces, conditional and independent probabilities, Bayes theorem, continous and discrete probability distributions, moment generating functions, and the central limit theorem.

Taken: Fall 2022

Rigorous examination of topics from Linear Algebra I.

Taken: Spring 2023

Introduction to analysis of the real numbers, differentation, and Riemann integration.

Taken: Fall 2023

Analysis of complex valued functions, differentiation of complex functions, countour integrals, and elementary conformal mapping.

Taken: Fall 2023