The undergraduate Mathematics program at MIT emphasizes analytical thinking, logical reasoning, and problem-solving across a wide spectrum of real and abstract domains. These projects cover core branches of mathematics as well as applications in data science, cryptography, modeling, and computation.
Prime Number Distribution and Riemann Hypothesis Visualization
Graph Theory Applications in Social Network Analysis
Cryptographic Protocols Using Modular Arithmetic
Optimization Algorithms for Scheduling Problems
Mathematical Modeling of Epidemic Spread
Fractal Geometry and Chaos Theory in Nature
Probability Distributions in Machine Learning Models
Linear Algebra Applications in Image Compression
Game Theory in Economic Strategy Design
Analysis of Fibonacci Series in Financial Markets
Topology and Its Role in Robotics Motion Planning
Mathematical Proof Assistant Using Natural Language Input
Monte Carlo Simulations for Risk Management
Mathematics Behind Neural Networks and Backpropagation
P vs NP Problem and Its Real-World Implications
Fourier Series and Sound Wave Analysis
Mathematical Cryptanalysis of Classical Ciphers
Combinatorial Optimization in Logistics
Matrix Factorization Techniques for Recommendation Systems
Dimensionality Reduction Using PCA and t-SNE
Discrete Mathematics in Circuit Design
Mathematical Modeling of Climate Change Trends
Knot Theory Applications in DNA Structure Analysis
Algebraic Geometry in Computer Vision
Probability Trees in Decision-Making Frameworks
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