Oxford University Mathematician Takes Oxford Physics Admissions Test (PAT)
Oxford mathematician tackles Physics Admissions Test questions, demonstrating problem-solving skills and providing insights into the exam's content and difficulty level for prospective students.
Visual Optimization Solver - Graphical Solution and LLM-Generated Reports
Explore a graphical solver for mathematical optimization, visualizing function minimization with equality constraints and generating LLM-based reports for enhanced understanding.
NetworkX is Fast Now - Graph Analytics Unleashed
Discover NetworkX's power for graph analytics, from beginner-friendly API to accelerated backends. Learn to extract insights from data using advanced tools for scalable graph analysis.
Python ate my Homework - Using SymPy for Mathematical Problem Solving
Discover SymPy for solving complex math problems with Python. Learn to use Jupyter for assignments and contribute to computational mathematics.
Graphs and Vogue Dance: Using Data Structures to Create Choreographies
Explore how graph data structures can be used to create and visualize Vogue Dance choreographies, combining computer science concepts with artistic expression and LGBTQIA+ culture.
An Introduction to Intertwining via Strong Stationary Duality - Developments and Open Problems
Explores advanced applications of dual chains in random walks, focusing on less symmetric scenarios and statistical applications, with examples from hyperplane arrangements and non-uniform duals.
Causal Machine Learning with CausalELM - JuliaCon 2024
Explore causal machine learning with CausalELM, covering potential outcomes, real-world examples, extreme learning machines, and estimators. Learn practical implementation for various applications without extensive statistical background.
Investigating Crimes Using Julia
Explore forensic science using Julia, applying math and science concepts to solve crime puzzles. Learn to utilize Julia packages for data analysis, visualization, and complex problem-solving in criminal investigations.
New Developments in BifurcationKit.jl - JuliaCon 2024
Explore advancements in BifurcationKit.jl for analyzing periodic and homoclinic orbits, including new methods for bifurcation analysis and integration with other Julia packages.
Dynamical Spectral Transition for Optimization in Very High Dimensions
Explore dynamical spectral transitions in high-dimensional optimization, examining mathematical concepts and their applications in complex systems and data analysis.
On Deformations Over Non-Commutative Base
Explore deformations over non-commutative base with Professor Yujiro Kawamata, delving into advanced mathematical concepts and their applications in algebraic geometry.
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 3
Explore mathematical models for living tissues and free boundary problems with Professor Benoît Perthame. Gain insights into advanced analytical techniques for biological systems.
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 4
Explore mathematical models for living tissues and free boundary problems with Professor Benoît Perthame, delving into advanced analytical techniques and applications.
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 1
Explore mathematical models for living tissues and free boundary problems with Professor Perthame, delving into advanced analysis techniques and applications in biological systems.
Mathematical Analysis of Models for Living Tissues and Free Boundary Problems - Tutorial Part 2
Explore mathematical models for living tissues and free boundary problems with Professor Benoît Perthame. Gain insights into advanced analytical techniques for biological systems.
PDEs for Neural Assemblies - Analysis, Simulations, and Behavior
Explore PDEs for neural assemblies, analyzing their behavior through simulations and mathematical techniques with Professor Benoît Perthame from Sorbonne University.
Unipotent Character Sheaves and Strata of a Reductive Group
Explore unipotent character sheaves and strata of reductive groups with George Lusztig, delving into advanced mathematical concepts and their applications.
Semisimple Groups and the Theory of Total Positivity
Explore semisimple groups and total positivity theory with MIT's George Lusztig, delving into advanced mathematical concepts and their applications in group theory.
New Perspectives for Higher-order Methods in Convex Optimization
Explore advanced techniques in convex optimization, focusing on higher-order methods and their applications in mathematical problem-solving and algorithm development.
Optimization in Theory and Practice
Explore optimization techniques and their real-world applications with insights from Stephen Wright of University of Wisconsin-Madison, blending theoretical foundations and practical implementations.
Applications of Duality - Lecture 3
Explore applications of dual processes in Markov chains, including strong stationary times, eigenvalue interpretation, and solutions to the Peres conjecture for Birth and Death chains.